diff --git a/.github/dependabot.yml b/.github/dependabot.yml new file mode 100644 index 000000000..4cc9b5647 --- /dev/null +++ b/.github/dependabot.yml @@ -0,0 +1,8 @@ +version: 2 +updates: + - package-ecosystem: "github-actions" + directory: "/" + schedule: + interval: "daily" + labels: + - "dependencies" \ No newline at end of file diff --git a/.github/workflows/codecov.yml b/.github/workflows/codecov.yml new file mode 100644 index 000000000..a5005f3cf --- /dev/null +++ b/.github/workflows/codecov.yml @@ -0,0 +1,45 @@ +name: codecov +on: [push] +jobs: + + Build: + runs-on: ${{ matrix.os }} + permissions: + contents: write + strategy: + fail-fast: false + matrix: + os: [ubuntu-latest] + toolchain: + - {compiler: gcc} + + steps: + - name: Checkout code + uses: actions/checkout@v4 + with: + submodules: recursive + + - name: Setup Fortran Package Manager (fpm) + uses: fortran-lang/setup-fpm@v7 + with: + github-token: ${{ secrets.GITHUB_TOKEN }} + + - name: Setup Fortran Compiler + uses: fortran-lang/setup-fortran@main + id: setup-fortran + with: + compiler: ${{ matrix.toolchain.compiler }} + version: ${{ matrix.toolchain.version }} + + - name: Run Tests + run: | + fpm test --profile debug --compiler ${{ env.FC}} --flag "--coverage -g -O0" + env: + FC: ${{ steps.setup-fortran.outputs.fc }} + + - name: Upload coverage reports to Codecov + uses: codecov/codecov-action@v5 + with: + token: ${{ secrets.CODECOV_TOKEN }} + verbose: true + exclude: "build/dependencies" \ No newline at end of file diff --git a/.github/workflows/doc.yml b/.github/workflows/doc.yml index c957107f0..1d409bcc8 100644 --- a/.github/workflows/doc.yml +++ b/.github/workflows/doc.yml @@ -24,7 +24,7 @@ jobs: python-version: ${{ matrix.python-version }} - name: Setup Graphviz - uses: ts-graphviz/setup-graphviz@v1 + uses: ts-graphviz/setup-graphviz@v2 - name: Install FORD if: contains( matrix.os, 'ubuntu') @@ -34,10 +34,10 @@ jobs: if [ -f requirements.txt ]; then pip install -r requirements.txt; fi - name: Build FORD Documentation - run: ford ./ford.yml + run: ford README.md - name: Deploy Documentation - uses: JamesIves/github-pages-deploy-action@v4.4.3 + uses: JamesIves/github-pages-deploy-action@v4.7.3 with: branch: gh-pages folder: doc \ No newline at end of file diff --git a/.github/workflows/fpm.yml b/.github/workflows/fpm.yml index 6b4585b59..5ceb262fa 100644 --- a/.github/workflows/fpm.yml +++ b/.github/workflows/fpm.yml @@ -13,15 +13,12 @@ jobs: toolchain: - {compiler: gcc} - {compiler: intel} - - {compiler: intel-classic} - {compiler: nvidia-hpc} exclude: - os: windows-latest toolchain: {compiler: nvidia-hpc} - os: windows-latest toolchain: {compiler: intel} - - os: windows-latest - toolchain: {compiler: intel-classic} - os: macos-latest toolchain: {compiler: nvidia-hpc} - os: macos-latest @@ -34,10 +31,17 @@ jobs: submodules: recursive - name: Setup Fortran Package Manager (fpm) - uses: fortran-lang/setup-fpm@v5 + if: matrix.os != 'macos-latest' + uses: fortran-lang/setup-fpm@v7 with: github-token: ${{ secrets.GITHUB_TOKEN }} + - name: Install fpm on macOS + if: matrix.os == 'macos-latest' + run: | + brew tap fortran-lang/homebrew-fortran + brew install fpm + - name: Setup Fortran Compiler uses: fortran-lang/setup-fortran@main id: setup-fortran @@ -45,10 +49,6 @@ jobs: compiler: ${{ matrix.toolchain.compiler }} version: ${{ matrix.toolchain.version }} - - name: Install gcc@10 on macos required by fpm - if: contains(matrix.os, 'macos') - run: brew install gcc@10 - - name: Run Tests (Debug) run: | fpm test --profile debug --compiler ${{ env.FC}} @@ -59,34 +59,4 @@ jobs: run: | fpm test --profile release --compiler ${{ env.FC}} env: - FC: ${{ steps.setup-fortran.outputs.fc }} - - - name: Run Examples (Debug) - run: | - fpm run --example demo_curve --profile debug --compiler ${{ env.FC}} - fpm run --example demo_surface --profile debug --compiler ${{ env.FC}} - fpm run --example demo_volume --profile debug --compiler ${{ env.FC}} - fpm run --example example_curve_1 --profile debug --compiler ${{ env.FC}} - fpm run --example example_surface_1 --profile debug --compiler ${{ env.FC}} - fpm run --example example_volume_1 --profile debug --compiler ${{ env.FC}} - fpm run --example shape_hexahedron --profile debug --compiler ${{ env.FC}} - fpm run --example shape_circle --profile debug --compiler ${{ env.FC}} - fpm run --example shape_tetragon --profile debug --compiler ${{ env.FC}} - fpm run --example put_to_nurbs --profile debug --compiler ${{ env.FC}} - env: - FC: ${{ steps.setup-fortran.outputs.fc }} - - - name: Run Examples (Release) - run: | - fpm run --example demo_curve --profile release --compiler ${{ env.FC}} - fpm run --example demo_surface --profile release --compiler ${{ env.FC}} - fpm run --example demo_volume --profile release --compiler ${{ env.FC}} - fpm run --example example_curve_1 --profile release --compiler ${{ env.FC}} - fpm run --example example_surface_1 --profile release --compiler ${{ env.FC}} - fpm run --example example_volume_1 --profile release --compiler ${{ env.FC}} - fpm run --example shape_hexahedron --profile release --compiler ${{ env.FC}} - fpm run --example shape_circle --profile release --compiler ${{ env.FC}} - fpm run --example shape_tetragon --profile release --compiler ${{ env.FC}} - fpm run --example put_to_nurbs --profile release --compiler ${{ env.FC}} - env: - FC: ${{ steps.setup-fortran.outputs.fc }} + FC: ${{ steps.setup-fortran.outputs.fc }} \ No newline at end of file diff --git a/.gitignore b/.gitignore index c8130a13a..a93334c44 100644 --- a/.gitignore +++ b/.gitignore @@ -2,4 +2,7 @@ build doc tmp mod -*.vtk \ No newline at end of file +*.vtk +pyvista_script.py +*.pvsm +node_modules \ No newline at end of file diff --git a/.pre-commit-config.yaml b/.pre-commit-config.yaml new file mode 100644 index 000000000..2bd9695b0 --- /dev/null +++ b/.pre-commit-config.yaml @@ -0,0 +1,5 @@ +repos: +- repo: https://github.com/PlasmaFAIR/fortitude-pre-commit + rev: v0.7.3 + hooks: + - id: fortitude \ No newline at end of file diff --git a/.releaserc.json b/.releaserc.json new file mode 100644 index 000000000..60774eb4b --- /dev/null +++ b/.releaserc.json @@ -0,0 +1,32 @@ +{ + "branches": [ + "main" + ], + "plugins": [ + "@semantic-release/commit-analyzer", + "@semantic-release/release-notes-generator", + [ + "@semantic-release/changelog", + { + "changelogFile": "CHANGELOG.md" + } + ], + [ + "@semantic-release/exec", + { + "prepareCmd": "sed -i 's/^version *= *.*/version = \"${nextRelease.version}\"/' fpm.toml && sed -i '/\\[extra.ford\\]/,/^\\[/{s/^version *= *.*/version = \"${nextRelease.version}\"/}' fpm.toml && echo ${nextRelease.version} > VERSION" + } + ], + [ + "@semantic-release/git", + { + "assets": [ + "CHANGELOG.md", + "VERSION", + "fpm.toml" + ] + } + ], + "@semantic-release/github" + ] +} \ No newline at end of file diff --git a/.vscode/launch.json b/.vscode/launch.json new file mode 100644 index 000000000..2419d3022 --- /dev/null +++ b/.vscode/launch.json @@ -0,0 +1,92 @@ +{ + "version": "0.2.0", + "configurations": [ + { + "name": "(gdb) run example (gfortran)", + "type": "cppdbg", + "request": "launch", + "program": "${workspaceFolder}/build/vscode/example/${fileBasenameNoExtension}", + "args": [], + "stopAtEntry": false, + "cwd": "${workspaceFolder}", + "externalConsole": false, + "MIMode": "gdb", + "logging": { + "engineLogging": true, + "trace": true, + "traceResponse": true + }, + "setupCommands": [ + { + "description": "Enable GDB pretty-printing", + "text": "-enable-pretty-printing", + "ignoreFailures": true + }, + { + "description": "Use Intel syntax for assembly", + "text": "-gdb-set disassembly-flavor intel", + "ignoreFailures": true + } + ], + "preLaunchTask": "fpm: run example (gfortran)" + }, + { + "name": "(gdb) run example (ifx)", + "type": "cppdbg", + "request": "launch", + "program": "${workspaceFolder}/build/vscode/example/${fileBasenameNoExtension}", + "args": [], + "stopAtEntry": false, + "cwd": "${workspaceFolder}", + "externalConsole": false, + "MIMode": "gdb", + "logging": { + "engineLogging": true, + "trace": true, + "traceResponse": true + }, + "setupCommands": [ + { + "description": "Enable GDB pretty-printing", + "text": "-enable-pretty-printing", + "ignoreFailures": true + }, + { + "description": "Use Intel syntax for assembly", + "text": "-gdb-set disassembly-flavor intel", + "ignoreFailures": true + } + ], + "preLaunchTask": "fpm: run example (ifx)" + }, + { + "name": "(gdb) run example (nvfortran)", + "type": "cppdbg", + "request": "launch", + "program": "${workspaceFolder}/build/vscode/example/${fileBasenameNoExtension}", + "args": [], + "stopAtEntry": false, + "cwd": "${workspaceFolder}", + "externalConsole": false, + "MIMode": "gdb", + "logging": { + "engineLogging": true, + "trace": true, + "traceResponse": true + }, + "setupCommands": [ + { + "description": "Enable GDB pretty-printing", + "text": "-enable-pretty-printing", + "ignoreFailures": true + }, + { + "description": "Use Intel syntax for assembly", + "text": "-gdb-set disassembly-flavor intel", + "ignoreFailures": true + } + ], + "preLaunchTask": "fpm: run example (nvfortran)" + } + ] +} \ No newline at end of file diff --git a/.vscode/tasks.json b/.vscode/tasks.json new file mode 100644 index 000000000..711b6c7ae --- /dev/null +++ b/.vscode/tasks.json @@ -0,0 +1,143 @@ +{ + "version": "2.0.0", + "tasks": [ + { + "label": "fpm: run example (gfortran)", + "type": "shell", + "command": "fpm", + "args": [ + "run", + "--example", + "${fileBasenameNoExtension}", + "--profile", + "debug", + "--compiler", + "gfortran", + "--runner", + "cp", + "--", + "${workspaceFolder}/build/vscode/example/" + ], + "group": { + "kind": "test", + "isDefault": false + }, + "options": { + "shell": { + "executable": "bash", + "args": [ + "-ci" + ] + } + }, + "dependsOn": [ + "Prepare Example Directories" + ], + "dependsOrder": "sequence", + "presentation": { + "echo": true, + "reveal": "always", + "panel": "shared" + } + }, + { + "label": "fpm: run example (ifx)", + "type": "shell", + "command": "fpm", + "args": [ + "run", + "--example", + "${fileBasenameNoExtension}", + "--profile", + "debug", + "--compiler", + "ifx", + "--runner", + "cp", + "--", + "${workspaceFolder}/build/vscode/example/" + ], + "group": { + "kind": "test", + "isDefault": false + }, + "options": { + "shell": { + "executable": "bash", + "args": [ + "-ci" + ] + } + }, + "dependsOn": [ + "Prepare Example Directories" + ], + "dependsOrder": "sequence", + "presentation": { + "echo": true, + "reveal": "always", + "panel": "shared" + } + }, + { + "label": "fpm: run example (nvfortran)", + "type": "shell", + "command": "fpm", + "args": [ + "run", + "--example", + "${fileBasenameNoExtension}", + "--profile", + "debug", + "--compiler", + "nvfortran", + "--runner", + "cp", + "--", + "${workspaceFolder}/build/vscode/example/" + ], + "group": { + "kind": "test", + "isDefault": false + }, + "options": { + "shell": { + "executable": "bash", + "args": [ + "-ci" + ] + } + }, + "dependsOn": [ + "Prepare Example Directories" + ], + "dependsOrder": "sequence", + "presentation": { + "echo": true, + "reveal": "always", + "panel": "shared" + } + }, + { + "label": "Prepare Example Directories", + "type": "shell", + "options": { + "cwd": "${workspaceFolder}/example" + }, + "linux": { + "command": "find", + "args": [ + ".", + "-type", + "d", + "-exec", + "mkdir", + "-p", + "--", + "${workspaceFolder}/build/vscode/example/{}", + "\\;" + ] + } + } + ] +} \ No newline at end of file diff --git a/CHANGELOG.md b/CHANGELOG.md new file mode 100644 index 000000000..740ca2408 --- /dev/null +++ b/CHANGELOG.md @@ -0,0 +1,151 @@ +# Changelog + +All notable changes to [ForCAD](https://github.com/gha3mi/forcad) will be documented in this file. + +The format is based on [Keep a Changelog](https://keepachangelog.com/en/1.1.0/), + +## [0.8.0] + +### Added + +* New module procedure interfaces. + +### Changed + +* Replaced OpenMP loops with `do concurrent`. +* Moved external procedures into their corresponding modules. +* Replaced several allocatable arrays with fixed-size arrays. +* Updated the Fortitude ignore list. +* Renamed variable `dim` to `d`. + +### Fixed + +* Corrected variable usage in NURBS derivative calls. +* Removed unused procedures from module imports. +* Updated derivative calls in NURBS tests. +* Removed unused variable. +* Fixed line truncation issues. + +## [0.7.0] + +### Features + +* Add initial environment configuration in `environment.yml` +* Add pre-commit configuration for Fortitude hooks +* Add `extra.fortitude.check` section to `fpm.toml` for improved static checks +* Add IGES export functionality for NURBS curves and surfaces +* Add VSCode configuration for running example programs +* Add type-bound procedure `export_Xth()` + +### Bug Fixes + +* Update ignore list in `extra.fortitude.check` +* Explicitly add `implicit none` to prevent implicit typing +* Correct filename of Dependabot configuration (`dependabot.yml`) +* Remove redundant `isinf/isnan` calls from `forcad_utils` +* Fix IGES file extensions +* Match evaluation points (`Xt`) to knot vector domain +* Resolve import conflict by importing only `timer` from `fortime` + +### Documentation + +* Update roadmap with GUI implementation suggestion using OpenGL +* Refactor and update Ford documentation +* Mark binary VTK support as completed in `ROADMAP.md` +* Replace outdated references (`ifx/ifort`) with `ifx` in `README.md` + +### Chores (CI/CD & Dependency Improvements) + +* Add Dependabot configuration for automatic GitHub Actions updates +* Update Codecov action to v5 +* Update example PPM files to consistently use `wp` kind real numbers +* Improve the `export_vtk_legacy` function +* Exclude Intel-classic compilers from CI tests on Windows/macOS +* Include Intel compilers in GitHub Actions CI (`fpm.yml`) +* Explicitly update fpm dependencies +* Remove trailing whitespace from source files +* Include export functionality in unit tests + +## [0.6.1] + +### Changed +- Improved `nearest_point2()` procedures. +- Updated and improved unit tests. +- Fixed bugs in `set4` and `compute_dTgc_bspline_2d_vector` in `nurbs_surface`. + +## [0.6.0] + +### Added + +- Added generic `get_nc()` method to `nurbs_surface` and `nurbs_volume` derived types. +- Added `det`, `inv`, `dyad` and `gauss_leg` procedures in the `forcad_utils` module. +- Added procedure `set1a` to the `nurbs_curve` derived type. +- Added procedure `set4` to `nurbs_curve`, `nurbs_area` and `nurbs_volume` derived types. +- Added optional input variable `elem` to `derivative_scalar` procedures. +- Added `ansatz` procedures to compute shape functions, derivatives of shape functions and (dV, dA, dL). +- Added `cmp_length()` to compute the length of a NURBS curve. +- Added `cmp_area()` to compute the area of a NURBS surface. +- Added `cmp_volume()` to compute the volume of a NURBS volume. +- Added examples for `cmp_length()`, `cmp_area()`, and `cmp_volume()`. + +## [0.5.1] + +### Changed + +- Fixed initial guess in `nearest_point2()` procedures + +## [0.5.0] + +### Added + +- Added `CHANGELOG.md` file. +- Added `CONTRIBUTING.md` file. +- Add NURBS surface to PPM conversion examples. +- Utilized ForUnitTest for testing. +- Added Support for `OpenMP` and `do concurrent`. +- Implemented memory cleanup in the examples and tests. +- Added cleanup for colormap type in the ppm examples. +- Added screenshots to the README file. +- Included nvidia compiler in the CI. +- Added missing allocation for `Tgc` in the `compute_Xg_nurbs_1d` subroutine. +- Added `nearest_point()` procedures to the `nurbs_curve`, `nurbs_surface` and `nurbs_volume`. +- Added examples for the `nearest_point()` method. +- Added `Xt` to the `nurbs_surface` and `nurbs_volume` derived types. +- Added codecoverage to the CI. +- Added allocate(Tgci) and allocate(dTgci) to `compute_Tgc_nurbs_*d()` and `compute_dTgc_nurbs_*d()` subroutines. +- Added `cmp_elemFace_Xc_vis()` to extract element connectivity of the faces of control geometry. +- Added `cmp_elemFace_Xg_vis()` to extract element connectivity of the faces of visualization geometry points. +- Added `cmp_elemFace()` to extract element connectivity of faces. +- Added `cmp_degreeFace()` to extract the degrees of faces. +- Updated `example_volume_1` to use `cmp_elemFace()` and `cmp_degreeFace()`. +- Added `cmp_Xg()` to evaluate the geometry points. +- Added generic method `derivative2()` to compute the second derivative of a NURBS objects. +- Added `nearest_point2()` to compute the nearest point on a NURBS object using optimization. +- Added Interfaces. +- Added new tests: fdm_curve.f90, fdm_surface.f90, fdm_volume.f90. +- Updated nearest_point_* examples to use the new `nearest_point2()` method. + +### Changed + +- Updated `README.md` file. +- Updated tests to use ForUnitTest. +- Added ParaView to the list of References in the README file. +- Used `matmul` instead of `dot_product` in the `put_to_nurbs` subroutine. +- Removed unused variables in the `put_to_nurbs` subroutine. +- Removed unused variables in the `example_ppm3.f90` file. +- Renamed program name in the example `put_to_nurbs.f90` file. +- Parallelized calculation of distance in the `nearest_point()` method. +- Updated `ROADMAP.md` file. +- Updated unit tests for `nurbs_curve`. +- Improved `elemConn_C0` to support higher order elements and check for the number of elements. +- Renamed test files to match the module name. +- Used `do concurrent` within `kron` and `basis_bspline` functions. +- Converted the `basis_bspline_der` function to a subroutine. +- Fixed NURBS derivative calculations. +- Made `basis` and `derivative` generic methods. +- Fixed initial guess in `nearest_point2()` procedures + +### Removed + +- Excluded macOS from CI due to a problem with fpm. +- Removed `intel-classic` from CI (`ifort` is deprecated). \ No newline at end of file diff --git a/CONTRIBUTING.md b/CONTRIBUTING.md new file mode 100644 index 000000000..72971f49b --- /dev/null +++ b/CONTRIBUTING.md @@ -0,0 +1,59 @@ +# Contributing to ForCAD + +Contributions to ForCAD are welcome and thankds for taking the time to contribute to ForCAD! + +## Table of Contents +- [Contributing to ForCAD](#contributing-to-forcad) + - [Table of Contents](#table-of-contents) + - [How to Contribute?](#how-to-contribute) + - [Reporting Issues](#reporting-issues) + - [Suggesting Enhancements](#suggesting-enhancements) + - [Implementing Changes and Adding Features](#implementing-changes-and-adding-features) + - [Sharing Examples](#sharing-examples) + - [Styleguides](#styleguides) + - [Code Style](#code-style) + - [Documentation](#documentation) + - [Git Commit Messages](#git-commit-messages) + +## How to Contribute? + +### Reporting Issues + +If you encounter any problems, please [open an issue](https://github.com/gha3mi/forcad/issues) on GitHub. Be sure to include detailed information about the issue. + +### Suggesting Enhancements + +Do you have ideas for improving ForCAD? please [open an issue](https://github.com/gha3mi/forcad/issues) on GitHub and describe your proposed enhancements in detail. + +### Implementing Changes and Adding Features + +If you'd like to add new features, fix bugs, or enhance existing functionality, consider submitting a pull request (PR). Here's how to proceed: + +1. **Fork** the repository and create a new branch from `main` to work on your changes. +2. Implement your modifications and enhancements. +3. Ensure that your code adheres to the project's coding style and guidelines. +4. Write clear and descriptive commit messages. +5. Submit your PR with an explanation of the changes introduced. + +### Sharing Examples + +Contribute to ForCAD by submitting a pull request (PR) with examples. Ensure that your examples are documented. + +## Styleguides + +### Code Style + +- Maintain consistency with the existing code style and structure. +- Write clear, concise, and well-commented code. +- Thoroughly test your changes before submission. + +### Documentation + +- Follow the [FORD documentation styles](https://forddocs.readthedocs.io/en/latest/user_guide/writing_documentation.html) for documentation. + +### Git Commit Messages + +- Limit the first line to 72 characters or fewer. +- Include references to issues and pull requests in the first line. +- Use the present tense ("Fix bug" not "Fixed bug") +- Use the imperative mood ("Add feautre to..." not "Adds feautre to...") \ No newline at end of file diff --git a/LICENSE b/LICENSE index 18d851b2b..57b2e8acb 100644 --- a/LICENSE +++ b/LICENSE @@ -1,6 +1,6 @@ BSD 3-Clause License -Copyright (c) 2024, Seyed Ali Ghasemi +Copyright (c) 2025, Seyed Ali Ghasemi Redistribution and use in source and binary forms, with or without modification, are permitted provided that the following conditions are met: diff --git a/README.md b/README.md index 462fe16c7..3905187cb 100644 --- a/README.md +++ b/README.md @@ -2,17 +2,19 @@ [![Documentation](https://img.shields.io/badge/ford-Documentation%20-blueviolet.svg)](https://gha3mi.github.io/forcad/) [![fpm](https://github.com/gha3mi/forcad/actions/workflows/fpm.yml/badge.svg)](https://github.com/gha3mi/forcad/actions/workflows/fpm.yml) [![doc](https://github.com/gha3mi/forcad/actions/workflows/doc.yml/badge.svg)](https://github.com/gha3mi/forcad/actions/workflows/doc.yml) +[![codecov](https://codecov.io/gh/gha3mi/forcad/branch/dev/graph/badge.svg?token=N69NG6C86I)](https://codecov.io/gh/gha3mi/forcad) [![License](https://img.shields.io/github/license/gha3mi/forcad?color=green)](https://github.com/gha3mi/forcad/blob/main/LICENSE) [![DOI](https://zenodo.org/badge/778032800.svg)](https://zenodo.org/doi/10.5281/zenodo.10904447) -**ForCAD**: A Fortran library for Geometric Modeling using NURBS (Non-Uniform Rational B-Splines). +![](logo/logo.png) -ForCAD supports **B-Spline**, **NURBS**, **Bezier**, and **Rational Bezier** curves, surfaces, and volumes. +**ForCAD**: A parallel Fortran library for geometric modeling using NURBS (Non-Uniform Rational B-Splines). -example_bezier +ForCAD supports **B-Spline**, **NURBS**, **Bezier**, and **Rational Bezier** curves, surfaces, and volumes. ## Main Features +- Parallelized using `OpenMP` and `do concurrent`. - Create NURBS objects by specifying control points, weights and knots. - Refine NURBS objects by inserting or removing knots and elevating degree. - Compute basis functions and derivatives of NURBS objects. @@ -20,15 +22,26 @@ ForCAD supports **B-Spline**, **NURBS**, **Bezier**, and **Rational Bezier** cur - Obtain visualized elements connectivity and coordinates for geometry and control geometry. - Mesh insertion into a NURBS object. - Export NURBS objects to VTK files for visualization. -- Includes predefined NURBS shapes: Circle, Tetragon, Hexahedron. +- Export of NURBS curves and surfaces to IGES format (volumes currently not supported). +- Includes predefined NURBS shapes: Circle, Half Circle, Tetragon, Hexahedron, 2D Ring, Half 2D Ring, 3D Ring, Half 3D Ring, C-shapes. - Rotate and translate NURBS objects. +- Visualization using provided python PyVista scripts. + +## Examples + + + + + + ## Installation -### Reuirements +### Requirements -- A Fortran compiler, such as [GNU Fortran](https://gcc.gnu.org/fortran/) (`gfortran`), [Intel Fortran Compiler](https://www.intel.com/content/www/us/en/developer/tools/oneapi/hpc-toolkit.html) (`ifx/ifort`) or [NVIDIA HPC SDK Fortran compiler](https://developer.nvidia.com/hpc-sdk) (`nvfortran`). +- A Fortran compiler, such as [GNU Fortran](https://gcc.gnu.org/fortran/) (`gfortran`), [Intel Fortran Compiler](https://www.intel.com/content/www/us/en/developer/tools/oneapi/hpc-toolkit.html) (`ifx`) or [NVIDIA HPC SDK Fortran compiler](https://developer.nvidia.com/hpc-sdk) (`nvfortran`). - The Fortran Package Manager [fpm](https://fpm.fortran-lang.org/). +- Optional: [PyVista](https://pyvista.org/) (Recommended) or [ParaView](https://www.paraview.org/) for visualization. ### Clone the repository @@ -39,12 +52,20 @@ git clone https://github.com/gha3mi/forcad.git cd forcad ``` +### Install PyVista (Optional) + +To install PyVista, run the following command: + +```shell +pip install pyvista +``` + ### Running Examples with fpm ```shell fpm run --example ``` -Once the examples have been executed, `.vtk` files will be generated within the `vtk` directory. These files can then be visualized using tools such as [ParaView](https://www.paraview.org/). +After executing the examples, `.vtk` files will be generated in the `vtk` directory. To visualize these files, a `show()` method is provided which utilizes PyVista. Alternatively, other visualization tools like ParaView can also be used. ### Using ForCAD as a fpm Dependency @@ -56,6 +77,25 @@ you can easily include it by adding the following line to your `fpm.toml` file: forcad = {git="https://github.com/gha3mi/forcad.git"} ``` +### Precision Configuration + +The library uses **double precision** (`real64`) by default for all real-valued computations. To change the precision, you can define one of the following preprocessor flags during compilation: + +| Preprocessor Flag | Fortran Kind | Description | +|----------------------|--------------------------|---------------------------| +| `REAL32` | `selected_real_kind(6)` | Single precision | +| `REAL64` *(default)* | `selected_real_kind(15)` | Double precision | +| `REALXDP` | `selected_real_kind(18)` | Extended double precision | +| `REAL128` | `selected_real_kind(33)` | Quadruple precision | + +**Note**: The examples `example_ppm1.f90`, `example_ppm2.f90`, and `example_ppm3.f90` use the `ForColormap` library, which only supports `REAL64` precision. + +#### Example: Building with double precision + +```bash +fpm build --profile release --flag "-DREAL64" +``` + ## API documentation The most up-to-date API documentation for the master branch is available @@ -65,7 +105,7 @@ To generate the API documentation for ForCAD using command: ```shell -ford ford.yml +ford README.md ``` ## Roadmap @@ -74,11 +114,7 @@ For a detailed roadmap outlining upcoming features and enhancements, please refe ## Contributing -Contributions to ForCAD are welcome! - -- If you find any issues or would like to suggest improvements, please open an issue. -- If you've implemented new features, fixed bugs, or enhanced existing functionality, please consider submitting a pull request (PR). -- Please share your examples by submitting a pull request (PR). +To contribute to ForCAD, please review the [CONTRIBUTING.md](https://github.com/gha3mi/forcad/blob/main/CONTRIBUTING.md). ## Citation @@ -86,13 +122,13 @@ If you use ForCAD in your research, please cite it as follows: ```bibtex -@software{seyed_ali_ghasemi_2024_10938054, - author = {Seyed Ali Ghasemi}, +@software{seyed_ali_ghasemi_2024_10904447, + author = {Ghasemi, S. A.}, title = {gha3mi/ForCAD}, year = 2024, publisher = {Zenodo}, - doi = {10.5281/zenodo.10938054}, - url = {https://doi.org/10.5281/zenodo.10938054} + doi = {10.5281/zenodo.10904447}, + url = {https://doi.org/10.5281/zenodo.10904447} } ``` @@ -100,4 +136,8 @@ If you use ForCAD in your research, please cite it as follows: - Piegl, L., & Tiller, W. (1995). The NURBS Book. In Monographs in Visual Communications. Springer Berlin Heidelberg. [https://doi.org/10.1007/978-3-642-97385-7](https://doi.org/10.1007/978-3-642-97385-7) -- An Introduction to NURBS. (2001). Elsevier. [https://doi.org/10.1016/b978-1-55860-669-2.x5000-3](https://doi.org/10.1016/b978-1-55860-669-2.x5000-3) \ No newline at end of file +- An Introduction to NURBS. (2001). Elsevier. [https://doi.org/10.1016/b978-1-55860-669-2.x5000-3](https://doi.org/10.1016/b978-1-55860-669-2.x5000-3) + +- Sullivan et al., (2019). PyVista: 3D plotting and mesh analysis through a streamlined interface for the Visualization Toolkit (VTK). Journal of Open Source Software, 4(37), 1450, https://doi.org/10.21105/joss.01450 + +- Ahrens, James, Geveci, Berk, Law, Charles, ParaView: An End-User Tool for Large Data Visualization, Visualization Handbook, Elsevier, 2005, ISBN-13: 9780123875822 \ No newline at end of file diff --git a/ROADMAP.md b/ROADMAP.md index 6215e4f64..ba9c283ba 100644 --- a/ROADMAP.md +++ b/ROADMAP.md @@ -15,14 +15,40 @@ This roadmap outlines upcoming features and enhancements for ForCAD. Contributio - [x] Add basic unit tests. - [x] Add simple examples. +- v0.4.0: + - [x] Visualization using PyVista. + +- v0.4.1: + - [x] Add new predefined shapes: `half circle`, `2D ring`, `half 2D ring`, `3D ring`, `half 3D ring`, `c-shapes`. + - [x] Add new examples. + - [x] Add generic procedures `get_Xc()`, `get_Xg()` and `get_Wc()` + - [x] Add `cmp_degree()`. + - [x] Design a logo with ForCAD. + - [x] Improvements and bug fixes. + - Additional Ideas: + - [ ] Improve `ROADMAP.md`. - [ ] Add `reduce_degree()` method for curves, surfaces and volumes. - [ ] Add `morph()` method for morphing box. - - [ ] Design a logo. - - [ ] Add support binary `vtk` files. - - [ ] Export to `IGES` format. + - [x] Add support binary `vtk` files. + - [x] Add support `IGES` format (curves, surfaces). + - [ ] Add support `IGES` format (volumes). + - [ ] Add support `STEP` format. + - [ ] Implement `T-splines`. - [ ] Add support for multiple patches. - [ ] Add extraction of piecewise Bezier objects from NURBS. - [ ] Add more unit tests. - [ ] Add more examples. - - [ ] Add more predefined shapes. \ No newline at end of file + - [ ] Add more predefined shapes. + - [ ] Improve PyVista scripts. + - [ ] Use ForCAD for IGA simulations. + - [ ] Use ForCAD for FEM simulations. + - [x] Get surfaces from volumes. + - [ ] Get edges from volumes. + - [ ] Get edges from surfaces. + - [ ] Add extrude method for surfaces. + - [ ] Improve documentation. + - [ ] Add offset method. + - [ ] Add curve, surface and volume fitting. + - [x] Calculate length, area and volume. + - [ ] Think about a GUI. \ No newline at end of file diff --git a/VERSION b/VERSION index 9325c3ccd..8adc70fdd 100644 --- a/VERSION +++ b/VERSION @@ -1 +1 @@ -0.3.0 \ No newline at end of file +0.8.0 \ No newline at end of file diff --git a/environment.yml b/environment.yml new file mode 100644 index 000000000..e8dba2352 --- /dev/null +++ b/environment.yml @@ -0,0 +1,34 @@ +name: forcad +channels: + - conda-forge + - defaults +dependencies: + # Fortran compilers + - gfortran + # - ifx_linux-64 # [linux] + # - ifx_win-64 # [win] + # - flang + # - lfortran + + # Build tools + - fpm + # - cmake + # - meson + # - ninja + + # Visualization + - pyvista + # - paraview + # - gmsh + # - freecad + + # Formatting and linting + - fortls + - fprettify + - findent + + # Documentation + - ford + + # Version control + # - git diff --git a/example/cmp_area.f90 b/example/cmp_area.f90 new file mode 100644 index 000000000..daca832bd --- /dev/null +++ b/example/cmp_area.f90 @@ -0,0 +1,23 @@ +program compute_area + + use forcad + + implicit none + + type(nurbs_surface) :: shape + real(rk) :: area + real(rk) :: Xc(4,3) + + Xc(1,:) = [0.0_rk, 0.0_rk, 0.0_rk] + Xc(2,:) = [2.0_rk, 0.0_rk, 0.0_rk] + Xc(3,:) = [0.0_rk, 2.0_rk, 0.0_rk] + Xc(4,:) = [2.0_rk, 2.0_rk, 0.0_rk] + + call shape%set(& + knot1=[0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk],& + knot2=[0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk],& + Xc=Xc) + + call shape%cmp_area(area) + print*, area +end program diff --git a/example/cmp_length.f90 b/example/cmp_length.f90 new file mode 100644 index 000000000..42e89adaa --- /dev/null +++ b/example/cmp_length.f90 @@ -0,0 +1,20 @@ +program compute_length + + use forcad + + implicit none + + type(nurbs_curve) :: shape + real(rk) :: length + real(rk) :: Xc(2,3) + + Xc(1,:) = [0.0_rk, 0.0_rk, 0.0_rk] + Xc(2,:) = [2.0_rk, 0.0_rk, 0.0_rk] + + call shape%set(& + knot=[0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk],& + Xc=Xc) + + call shape%cmp_length(length) + print*, length +end program diff --git a/example/cmp_volume.f90 b/example/cmp_volume.f90 new file mode 100644 index 000000000..60efc1449 --- /dev/null +++ b/example/cmp_volume.f90 @@ -0,0 +1,28 @@ +program compute_volume + + use forcad + + implicit none + + type(nurbs_volume) :: shape + real(rk) :: volume + real(rk) :: Xc(8,3) + + Xc(1,:) = [0.0_rk, 0.0_rk, 0.0_rk] + Xc(2,:) = [2.0_rk, 0.0_rk, 0.0_rk] + Xc(3,:) = [0.0_rk, 2.0_rk, 0.0_rk] + Xc(4,:) = [2.0_rk, 2.0_rk, 0.0_rk] + Xc(5,:) = [0.0_rk, 0.0_rk, 2.0_rk] + Xc(6,:) = [2.0_rk, 0.0_rk, 2.0_rk] + Xc(7,:) = [0.0_rk, 2.0_rk, 2.0_rk] + Xc(8,:) = [2.0_rk, 2.0_rk, 2.0_rk] + + call shape%set(& + knot1=[0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk],& + knot2=[0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk],& + knot3=[0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk],& + Xc=Xc) + + call shape%cmp_volume(volume) + print*, volume +end program diff --git a/example/demo_curve.f90 b/example/demo_curve.f90 index 08c721e77..b6b4ec08e 100644 --- a/example/demo_curve.f90 +++ b/example/demo_curve.f90 @@ -23,6 +23,9 @@ program example_nurbs_curve !> Set control points and weights for the NURBS curve object call nurbs%set(Xc, Wc) + !> Deallocate local arrays + deallocate(Xc, Wc) + !> Export initial control points to a VTK file call nurbs%export_Xc('vtk/demo_curve_Xc.vtk') @@ -36,6 +39,14 @@ program example_nurbs_curve !> Export the generated curve to a VTK file call nurbs%export_Xg('vtk/demo_curve_Xg.vtk') + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call nurbs%show('vtk/demo_curve_Xc.vtk','vtk/demo_curve_Xg.vtk') + !----------------------------------------------------------------------------- ! Finalizing !----------------------------------------------------------------------------- diff --git a/example/demo_surface.f90 b/example/demo_surface.f90 index b7c6f9e76..118ceacd1 100644 --- a/example/demo_surface.f90 +++ b/example/demo_surface.f90 @@ -23,6 +23,9 @@ program example_nurbs_surface !> Set control points and weights for the NURBS surface object call nurbs%set([10,10],Xc,Wc) + !> Deallocate local arrays + deallocate(Xc, Wc) + !> Export initial control points to a VTK file call nurbs%export_Xc('vtk/demo_surface_Xc.vtk') @@ -36,6 +39,14 @@ program example_nurbs_surface !> Export the generated surface to a VTK file call nurbs%export_Xg('vtk/demo_surface_Xg.vtk') + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call nurbs%show('vtk/demo_surface_Xc.vtk','vtk/demo_surface_Xg.vtk') + !----------------------------------------------------------------------------- ! Finalizing !----------------------------------------------------------------------------- diff --git a/example/demo_volume.f90 b/example/demo_volume.f90 index 17e8009cf..86b9e4511 100644 --- a/example/demo_volume.f90 +++ b/example/demo_volume.f90 @@ -23,6 +23,9 @@ program example_nurbs_volume !> Set control points and weights for the NURBS volume object call nurbs%set([2,2,2], Xc, Wc) + !> Deallocate local arrays + deallocate(Xc, Wc) + !> Export initial control points to a VTK file call nurbs%export_Xc('vtk/demo_volume_Xc.vtk') @@ -36,6 +39,14 @@ program example_nurbs_volume !> Export the generated volume to a VTK file call nurbs%export_Xg('vtk/demo_volume_Xg.vtk') + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call nurbs%show('vtk/demo_volume_Xc.vtk','vtk/demo_volume_Xg.vtk') + !----------------------------------------------------------------------------- ! Finalizing !----------------------------------------------------------------------------- diff --git a/example/example_curve_1.f90 b/example/example_curve_1.f90 index d1c30b356..6f1a24ca2 100644 --- a/example/example_curve_1.f90 +++ b/example/example_curve_1.f90 @@ -31,6 +31,12 @@ program example1_curve !> Wc is optional call nurbs%set(knot, Xc, Wc) + !> Deallocate local arrays + deallocate(Xc, Wc) + + !> Export parameter space to a VTK file + call nurbs%export_Xth('vtk/nurbs_curve_Xth.vtk') + !> Export control points to a VTK file call nurbs%export_Xc('vtk/nurbs_curve_Xc.vtk') @@ -44,6 +50,17 @@ program example1_curve !> Export the generated curve to a VTK file call nurbs%export_Xg('vtk/nurbs_curve_Xg.vtk') + !> Export the NURBS curve to an IGES file + call nurbs%export_iges('iges/nurbs_curve.iges') + + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call nurbs%show('vtk/nurbs_curve_Xc.vtk','vtk/nurbs_curve_Xg.vtk') + !----------------------------------------------------------------------------- ! Refinements !----------------------------------------------------------------------------- @@ -78,12 +95,26 @@ program example1_curve !> Generate the refined curve with a resolution of 20 call nurbs%create() + !> Export refined parameter space to a VTK file + call nurbs%export_Xth('vtk/nurbs_curve_Xth2.vtk') + !> Export updated control points to a VTK file call nurbs%export_Xc('vtk/nurbs_curve_Xc2.vtk') !> Export the refined generated curve to a VTK file call nurbs%export_Xg('vtk/nurbs_curve_Xg2.vtk') + !> Export the refined NURBS curve to an IGES file + call nurbs%export_iges('iges/nurbs_curve2.iges') + + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call nurbs%show('vtk/nurbs_curve_Xc2.vtk','vtk/nurbs_curve_Xg2.vtk') + !----------------------------------------------------------------------------- ! Transformations !----------------------------------------------------------------------------- @@ -100,12 +131,26 @@ program example1_curve !> Translate the generated curve call nurbs%translate_Xg([-1.0_rk, -2.0_rk, 3.0_rk]) + !> Export parameter space to a VTK file + call nurbs%export_Xth('vtk/nurbs_curve_Xth3.vtk') + !> Export the transformed control points to a VTK file call nurbs%export_Xc('vtk/nurbs_curve_Xc3.vtk') !> Export the transformed generated volume to a VTK file call nurbs%export_Xg('vtk/nurbs_curve_Xg3.vtk') + !> Export the transformed NURBS curve to an IGES file + call nurbs%export_iges('iges/nurbs_curve3.iges') + + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call nurbs%show('vtk/nurbs_curve_Xc3.vtk','vtk/nurbs_curve_Xg3.vtk') + !----------------------------------------------------------------------------- ! Finalizing !----------------------------------------------------------------------------- diff --git a/example/example_ppm1.f90 b/example/example_ppm1.f90 new file mode 100644 index 000000000..f2725a846 --- /dev/null +++ b/example/example_ppm1.f90 @@ -0,0 +1,367 @@ +!> Visualization of NURBS surfaces using ForCAD, ForImage and ForColorMap libraries +!> This example converts NURBS surfaces (vector) to an image (raster) using ForCAD, ForImage and ForColorMap libraries. + +program example_ppm1 + + use forcad, only: rk, nurbs_surface + use forimage, only: ik, format_pnm, color + use forcolormap, only: colormap, wp + use fortime, only: timer + + implicit none + type(nurbs_surface) :: shape + type(format_pnm) :: image + type(color) :: background_color + type(colormap) :: cmap + integer(ik), allocatable :: px(:, :) + real(rk), allocatable :: Xg(:,:), z_values(:) + real(rk) :: center(3), inner_radius, outer_radius, aspect_ratio + integer :: height, width, ng(2), red, green, blue, res1, res2, i + integer, allocatable :: idx(:,:) + type(timer) :: t + + !----------------------------------------------------------------------------- + ! Set the image size and calculate the aspect ratio + !----------------------------------------------------------------------------- + width = 2000 + height = 2000 + + aspect_ratio = real(width,rk) / real(height,rk) + allocate(px(height, 3*width)) + + !----------------------------------------------------------------------------- + ! Set the background color using ForColor class of ForImage + !----------------------------------------------------------------------------- + call t%timer_start() + call background_color%set('white', use_library=.true.) + + do i = 1, width + px(:, 3*(i-1)+1) = background_color%get_r() + px(:, 3*(i-1)+2) = background_color%get_g() + px(:, 3*(i-1)+3) = background_color%get_b() + end do + call t%timer_stop(message='Setting the background color') + + + + + + + + + !----------------------------------------------------------------------------- + ! Set a shape object using ForCAD library + !----------------------------------------------------------------------------- + call t%timer_start() + !> Set the shape parameters for a tetragon + res1 = 2000 + res2 = 2000 + + call shape%set_tetragon(L=[1.0_rk, 1.0_rk], nc=[2,2]) + call shape%create(res1, res2) + Xg = shape%get_Xg() + ng = shape%get_ng() + call shape%finalize() + call t%timer_stop(message='Creating a tetragon') + + !----------------------------------------------------------------------------- + ! Set the z-values of the geometry points + !----------------------------------------------------------------------------- + ! circular gradient + z_values = ((Xg(:,1) - minval(Xg(:,1))) / (maxval(Xg(:,1)) - minval(Xg(:,1))))**2 & + + ((Xg(:,2) - minval(Xg(:,2))) / (maxval(Xg(:,2)) - minval(Xg(:,2)))**2) + + !----------------------------------------------------------------------------- + ! Set the colormap using ForColorMap library + !----------------------------------------------------------------------------- + call cmap%set('buda',real(0.0_rk, kind=wp), real(1.0_rk, kind=wp)) + + !----------------------------------------------------------------------------- + ! Set colors to the shape + !----------------------------------------------------------------------------- + call t%timer_start() + Xg(:,2) = Xg(:,2) * aspect_ratio + allocate(idx(ng(1)*ng(2),2)) + idx(:,1) = min(max(1, int(Xg(:,1) * width ) + 1), width ) + idx(:,2) = min(max(1, int(Xg(:,2) * height) + 1), height) + do i = 1, ng(1)*ng(2) + call cmap%compute_RGB(real(z_values(i), kind=wp), red, green, blue) + px(idx(i,2), 3*(idx(i,1)-1)+1) = red + px(idx(i,2), 3*(idx(i,1)-1)+2) = green + px(idx(i,2), 3*(idx(i,1)-1)+3) = blue + end do + deallocate(idx) + call t%timer_stop(message='Setting colors') + + + + + + + + + + !----------------------------------------------------------------------------- + ! Set a shape object using ForCAD library + !----------------------------------------------------------------------------- + call t%timer_start() + !> Set the shape parameters for a ring + center = [0.25_rk, 0.25_rk, 0.0_rk] + outer_radius = 0.24_rk + inner_radius = 0.0_rk + res1 = 3500 + res2 = 1000 + + center(2) = center(2)/aspect_ratio + call shape%set_ring(center, inner_radius, outer_radius) + call shape%create(res1, res2) + Xg = shape%get_Xg() + ng = shape%get_ng() + call shape%finalize() + call t%timer_stop(message='Creating a ring') + + !----------------------------------------------------------------------------- + ! Set the z-values of the geometry points + !----------------------------------------------------------------------------- + ! circular gradient + z_values = ((Xg(:,1) - minval(Xg(:,1))) / (maxval(Xg(:,1)) - minval(Xg(:,1))))**2 & + + ((Xg(:,2) - minval(Xg(:,2))) / (maxval(Xg(:,2)) - minval(Xg(:,2)))**2) + + !----------------------------------------------------------------------------- + ! Set the colormap using ForColorMap library + !----------------------------------------------------------------------------- + call cmap%set('managua',real(0.0_rk, kind=wp), real(2.2_rk, kind=wp)) + + !----------------------------------------------------------------------------- + ! Set colors to the shape + !----------------------------------------------------------------------------- + call t%timer_start() + Xg(:,2) = Xg(:,2) * aspect_ratio + allocate(idx(ng(1)*ng(2),2)) + idx(:,1) = min(max(1, int(Xg(:,1) * width ) + 1), width ) + idx(:,2) = min(max(1, int(Xg(:,2) * height) + 1), height) + do i = 1, ng(1)*ng(2) + call cmap%compute_RGB(real(z_values(i), kind=wp), red, green, blue) + px(idx(i,2), 3*(idx(i,1)-1)+1) = red + px(idx(i,2), 3*(idx(i,1)-1)+2) = green + px(idx(i,2), 3*(idx(i,1)-1)+3) = blue + end do + deallocate(idx) + call t%timer_stop(message='Setting colors') + + + + + + + + + + + + + + + + !----------------------------------------------------------------------------- + ! Set a shape object using ForCAD library + !----------------------------------------------------------------------------- + call t%timer_start() + !> Set the shape parameters for a ring + center = [0.75_rk, 0.25_rk, 0.0_rk] + outer_radius = 0.24_rk + inner_radius = 0.08_rk + res1 = 3500 + res2 = 1000 + + center(2) = center(2)/aspect_ratio + call shape%set_ring(center, inner_radius, outer_radius) + call shape%create(res1, res2) + Xg = shape%get_Xg() + ng = shape%get_ng() + call shape%finalize() + call t%timer_stop(message='Creating a ring') + + !----------------------------------------------------------------------------- + ! Set the z-values of the geometry points + !----------------------------------------------------------------------------- + ! linear gradient in the y-direction + z_values = (Xg(:,2) - minval(Xg(:,2))) / (maxval(Xg(:,2)) - minval(Xg(:,2))) + + !----------------------------------------------------------------------------- + ! Set the colormap using ForColorMap library + !----------------------------------------------------------------------------- + call cmap%set('lipari',real(0.0_rk, kind=wp), real(1.0_rk, kind=wp)) + + !----------------------------------------------------------------------------- + ! Set colors to the shape + !----------------------------------------------------------------------------- + call t%timer_start() + Xg(:,2) = Xg(:,2) * aspect_ratio + allocate(idx(ng(1)*ng(2),2)) + idx(:,1) = min(max(1, int(Xg(:,1) * width ) + 1), width ) + idx(:,2) = min(max(1, int(Xg(:,2) * height) + 1), height) + do i = 1, ng(1)*ng(2) + call cmap%compute_RGB(real(z_values(i), kind=wp), red, green, blue) + px(idx(i,2), 3*(idx(i,1)-1)+1) = red + px(idx(i,2), 3*(idx(i,1)-1)+2) = green + px(idx(i,2), 3*(idx(i,1)-1)+3) = blue + end do + deallocate(idx) + call t%timer_stop(message='Setting colors') + + + + + + + + + + + + + + + !----------------------------------------------------------------------------- + ! Set a shape object using ForCAD library + !----------------------------------------------------------------------------- + call t%timer_start() + !> Set the shape parameters for a ring + center = [0.25_rk, 0.75_rk, 0.0_rk] + outer_radius = 0.24_rk + inner_radius = 0.01_rk + res1 = 3500 + res2 = 1000 + + center(2) = center(2)/aspect_ratio + call shape%set_ring(center, inner_radius, outer_radius) + call shape%create(res1, res2) + Xg = shape%get_Xg() + ng = shape%get_ng() + call shape%finalize() + call t%timer_stop(message='Creating a ring') + + !----------------------------------------------------------------------------- + ! Set the z-values of the geometry points + !----------------------------------------------------------------------------- + ! linear gradient in the x-direction + z_values = (Xg(:,1) - minval(Xg(:,1))) / (maxval(Xg(:,1)) - minval(Xg(:,1))) + + !----------------------------------------------------------------------------- + ! Set the colormap using ForColorMap library + !----------------------------------------------------------------------------- + call cmap%set('oslo10',real(0.0_rk, kind=wp), real(1.0_rk, kind=wp)) + + !----------------------------------------------------------------------------- + ! Set colors to the shape + !----------------------------------------------------------------------------- + call t%timer_start() + Xg(:,2) = Xg(:,2) * aspect_ratio + allocate(idx(ng(1)*ng(2),2)) + idx(:,1) = min(max(1, int(Xg(:,1) * width ) + 1), width ) + idx(:,2) = min(max(1, int(Xg(:,2) * height) + 1), height) + do i = 1, ng(1)*ng(2) + call cmap%compute_RGB(real(z_values(i), kind=wp), red, green, blue) + px(idx(i,2), 3*(idx(i,1)-1)+1) = red + px(idx(i,2), 3*(idx(i,1)-1)+2) = green + px(idx(i,2), 3*(idx(i,1)-1)+3) = blue + end do + deallocate(idx) + call t%timer_stop(message='Setting colors') + + + + + + + + + + + + + + + + !----------------------------------------------------------------------------- + ! Set a shape object using ForCAD library + !----------------------------------------------------------------------------- + call t%timer_start() + !> Set the shape parameters for a ring + center = [0.75_rk, 0.75_rk, 0.0_rk] + outer_radius = 0.24_rk + inner_radius = 0.22_rk + res1 = 3500 + res2 = 1000 + + center(2) = center(2)/aspect_ratio + call shape%set_ring(center, inner_radius, outer_radius) + call shape%create(res1, res2) + Xg = shape%get_Xg() + ng = shape%get_ng() + call shape%finalize() + call t%timer_stop(message='Creating a ring') + + !----------------------------------------------------------------------------- + ! Set the z-values of the geometry points + !----------------------------------------------------------------------------- + ! linear gradient in the x-direction + z_values = (Xg(:,1) - minval(Xg(:,1))) / (maxval(Xg(:,1)) - minval(Xg(:,1))) + + !----------------------------------------------------------------------------- + ! Set the colormap using ForColorMap library + !----------------------------------------------------------------------------- + red = 255 + green = 215 + blue = 0 + + !----------------------------------------------------------------------------- + ! Set colors to the shape + !----------------------------------------------------------------------------- + call t%timer_start() + Xg(:,2) = Xg(:,2) * aspect_ratio + allocate(idx(ng(1)*ng(2),2)) + idx(:,1) = min(max(1, int(Xg(:,1) * width ) + 1), width ) + idx(:,2) = min(max(1, int(Xg(:,2) * height) + 1), height) + do i = 1, ng(1)*ng(2) + px(idx(i,2), 3*(idx(i,1)-1)+1) = red + px(idx(i,2), 3*(idx(i,1)-1)+2) = green + px(idx(i,2), 3*(idx(i,1)-1)+3) = blue + end do + deallocate(idx) + call t%timer_stop(message='Setting colors') + + + + + + + !----------------------------------------------------------------------------- + ! Save the image to a PPM file using ForImage library + !----------------------------------------------------------------------------- + call t%timer_start() + call image%set_pnm(& + encoding = 'binary', & + file_format = 'ppm', & + width = width, & + height = height, & + max_color = 255, & + comment = 'example: ForCAD + ForImage + ForColor + ForColormap', & + pixels = px & + ) + call image%export_pnm('ppm/example_ppm1') + call image%finalize() + call t%timer_stop(message='Saving the image') + + + + + + + + ! Clean up + call cmap%finalize() + deallocate(px, Xg, z_values) + +end program diff --git a/example/example_ppm2.f90 b/example/example_ppm2.f90 new file mode 100644 index 000000000..f72e05ba7 --- /dev/null +++ b/example/example_ppm2.f90 @@ -0,0 +1,376 @@ +!> Visualization of NURBS surfaces using ForCAD, ForImage and ForColorMap libraries +!> This example converts NURBS surfaces (vector) to an image (raster) using ForCAD, ForImage and ForColorMap libraries. + +program example_ppm2 + + use forcad, only: rk, nurbs_surface + use forimage, only: ik, format_pnm, color + use forcolormap, only: colormap, wp + use fortime, only: timer + + implicit none + type(nurbs_surface) :: shape + type(format_pnm) :: image + type(color) :: background_color + type(colormap) :: cmap + integer(ik), allocatable :: px(:, :) + real(rk), allocatable :: Xg(:,:), z_values(:) + real(rk) :: center(3), inner_radius, outer_radius, aspect_ratio + integer :: height, width, ng(2), red, green, blue, res1, res2, i + integer, allocatable :: idx(:,:) + type(timer) :: t + + !----------------------------------------------------------------------------- + ! Set the image size and calculate the aspect ratio + !----------------------------------------------------------------------------- + width = 2000 + height = 2000 + + aspect_ratio = real(width,rk) / real(height,rk) + allocate(px(height, 3*width)) + + !----------------------------------------------------------------------------- + ! Set the background color using ForColor class of ForImage + !----------------------------------------------------------------------------- + call t%timer_start() + call background_color%set('white', use_library=.true.) + + do i = 1, width + px(:, 3*(i-1)+1) = background_color%get_r() + px(:, 3*(i-1)+2) = background_color%get_g() + px(:, 3*(i-1)+3) = background_color%get_b() + end do + call t%timer_stop(message='Setting the background color') + + + + + + + + !----------------------------------------------------------------------------- + ! Set a shape object using ForCAD library + !----------------------------------------------------------------------------- + call t%timer_start() + !> Set the shape parameters for a tetragon + res1 = 2000 + res2 = 2000 + + call shape%set_tetragon(L=[1.0_rk, 1.0_rk], nc=[2,2]) + call shape%create(res1, res2) + Xg = shape%get_Xg() + ng = shape%get_ng() + call shape%finalize() + call t%timer_stop(message='Creating a tetragon') + + !----------------------------------------------------------------------------- + ! Set the z-values of the geometry points + !----------------------------------------------------------------------------- + ! circular gradient + z_values = ((Xg(:,1) - minval(Xg(:,1))) / (maxval(Xg(:,1)) - minval(Xg(:,1))))**2 & + + ((Xg(:,2) - minval(Xg(:,2))) / (maxval(Xg(:,2)) - minval(Xg(:,2)))**2) + + !----------------------------------------------------------------------------- + ! Set the colormap using ForColorMap library + !----------------------------------------------------------------------------- + call cmap%set('buda',real(0.0_rk, kind=wp), real(1.0_rk, kind=wp)) + + !----------------------------------------------------------------------------- + ! Set colors to the shape + !----------------------------------------------------------------------------- + call t%timer_start() + Xg(:,2) = Xg(:,2) * aspect_ratio + allocate(idx(ng(1)*ng(2),2)) + idx(:,1) = min(max(1, int(Xg(:,1) * width ) + 1), width ) + idx(:,2) = min(max(1, int(Xg(:,2) * height) + 1), height) + do i = 1, ng(1)*ng(2) + call cmap%compute_RGB(real(z_values(i), kind=wp), red, green, blue) + px(idx(i,2), 3*(idx(i,1)-1)+1) = red + px(idx(i,2), 3*(idx(i,1)-1)+2) = green + px(idx(i,2), 3*(idx(i,1)-1)+3) = blue + end do + deallocate(idx) + call t%timer_stop(message='Setting the colors') + + + + + + + + + + !----------------------------------------------------------------------------- + ! Set a shape object using ForCAD library + !----------------------------------------------------------------------------- + !> Set the shape parameters for a ring + call t%timer_start() + center = [0.0_rk, 0.0_rk, 0.0_rk] + outer_radius = 0.24_rk*2.0_rk + inner_radius = 0.0_rk*2.0_rk + res1 = 3500 + res2 = 1000 + + center(2) = center(2)/aspect_ratio + call shape%set_half_ring(center, inner_radius, outer_radius) + call shape%rotate_Xc(0.0_rk, 0.0_rk, 45.0_rk) + call shape%translate_Xc([0.25_rk, 0.25_rk, 0.0_rk]) + call shape%create(res1, res2) + Xg = shape%get_Xg() + ng = shape%get_ng() + call shape%finalize() + call t%timer_stop(message='Creating a ring') + + !----------------------------------------------------------------------------- + ! Set the z-values of the geometry points + !----------------------------------------------------------------------------- + ! circular gradient + z_values = ((Xg(:,1) - minval(Xg(:,1))) / (maxval(Xg(:,1)) - minval(Xg(:,1))))**2 & + + ((Xg(:,2) - minval(Xg(:,2))) / (maxval(Xg(:,2)) - minval(Xg(:,2)))**2) + + !----------------------------------------------------------------------------- + ! Set the colormap using ForColorMap library + !----------------------------------------------------------------------------- + call cmap%set('managua',real(0.0_rk, kind=wp), real(2.2_rk, kind=wp)) + + !----------------------------------------------------------------------------- + ! Set colors to the shape + !----------------------------------------------------------------------------- + call t%timer_start() + Xg(:,2) = Xg(:,2) * aspect_ratio + allocate(idx(ng(1)*ng(2),2)) + idx(:,1) = min(max(1, int(Xg(:,1) * width ) + 1), width ) + idx(:,2) = min(max(1, int(Xg(:,2) * height) + 1), height) + do i = 1, ng(1)*ng(2) + call cmap%compute_RGB(real(z_values(i), kind=wp), red, green, blue) + px(idx(i,2), 3*(idx(i,1)-1)+1) = red + px(idx(i,2), 3*(idx(i,1)-1)+2) = green + px(idx(i,2), 3*(idx(i,1)-1)+3) = blue + end do + deallocate(idx) + call t%timer_stop(message='Setting the colors') + + + + + + + + + + + + + + + + + !----------------------------------------------------------------------------- + ! Set a shape object using ForCAD library + !----------------------------------------------------------------------------- + !> Set the shape parameters for a ring + call t%timer_start() + center = [0.0_rk, 0.0_rk, 0.0_rk] + outer_radius = 0.24_rk*2.0_rk + inner_radius = 0.08_rk*2.0_rk + res1 = 3500 + res2 = 1000 + + center(2) = center(2)/aspect_ratio + call shape%set_half_ring(center, inner_radius, outer_radius) + call shape%rotate_Xc(0.0_rk, 0.0_rk, -45.0_rk) + call shape%translate_Xc([0.75_rk, 0.25_rk, 0.0_rk]) + call shape%create(res1, res2) + Xg = shape%get_Xg() + ng = shape%get_ng() + call shape%finalize() + call t%timer_stop(message='Creating a ring') + + !----------------------------------------------------------------------------- + ! Set the z-values of the geometry points + !----------------------------------------------------------------------------- + ! linear gradient in the y-direction + z_values = (Xg(:,2) - minval(Xg(:,2))) / (maxval(Xg(:,2)) - minval(Xg(:,2))) + + !----------------------------------------------------------------------------- + ! Set the colormap using ForColorMap library + !----------------------------------------------------------------------------- + call cmap%set('lipari',real(0.0_rk, kind=wp), real(1.0_rk, kind=wp)) + + !----------------------------------------------------------------------------- + ! Set colors to the shape + !----------------------------------------------------------------------------- + call t%timer_start() + Xg(:,2) = Xg(:,2) * aspect_ratio + allocate(idx(ng(1)*ng(2),2)) + idx(:,1) = min(max(1, int(Xg(:,1) * width ) + 1), width ) + idx(:,2) = min(max(1, int(Xg(:,2) * height) + 1), height) + do i = 1, ng(1)*ng(2) + call cmap%compute_RGB(real(z_values(i), kind=wp), red, green, blue) + px(idx(i,2), 3*(idx(i,1)-1)+1) = red + px(idx(i,2), 3*(idx(i,1)-1)+2) = green + px(idx(i,2), 3*(idx(i,1)-1)+3) = blue + end do + deallocate(idx) + call t%timer_stop(message='Setting the colors') + + + + + + + + + + + + + + + !----------------------------------------------------------------------------- + ! Set a shape object using ForCAD library + !----------------------------------------------------------------------------- + call t%timer_start() + !> Set the shape parameters for a ring + center = [0.0_rk, 0.0_rk, 0.0_rk] + outer_radius = 0.24_rk*2.0_rk + inner_radius = 0.01_rk*2.0_rk + res1 = 3500 + res2 = 1000 + + center(2) = center(2)/aspect_ratio + call shape%set_half_ring(center, inner_radius, outer_radius) + call shape%rotate_Xc(0.0_rk, 0.0_rk, -90.0_rk) + call shape%translate_Xc([0.25_rk, 0.75_rk, 0.0_rk]) + call shape%create(res1, res2) + Xg = shape%get_Xg() + ng = shape%get_ng() + call shape%finalize() + call t%timer_stop(message='Creating a ring') + + !----------------------------------------------------------------------------- + ! Set the z-values of the geometry points + !----------------------------------------------------------------------------- + ! linear gradient in the x-direction + z_values = (Xg(:,1) - minval(Xg(:,1))) / (maxval(Xg(:,1)) - minval(Xg(:,1))) + + !----------------------------------------------------------------------------- + ! Set the colormap using ForColorMap library + !----------------------------------------------------------------------------- + call cmap%set('oslo10',real(0.0_rk, kind=wp), real(1.0_rk, kind=wp)) + + !----------------------------------------------------------------------------- + ! Set colors to the shape + !----------------------------------------------------------------------------- + call t%timer_start() + Xg(:,2) = Xg(:,2) * aspect_ratio + allocate(idx(ng(1)*ng(2),2)) + idx(:,1) = min(max(1, int(Xg(:,1) * width ) + 1), width ) + idx(:,2) = min(max(1, int(Xg(:,2) * height) + 1), height) + do i = 1, ng(1)*ng(2) + call cmap%compute_RGB(real(z_values(i), kind=wp), red, green, blue) + px(idx(i,2), 3*(idx(i,1)-1)+1) = red + px(idx(i,2), 3*(idx(i,1)-1)+2) = green + px(idx(i,2), 3*(idx(i,1)-1)+3) = blue + end do + deallocate(idx) + call t%timer_stop(message='Setting the colors') + + + + + + + + + + + + + + + + !----------------------------------------------------------------------------- + ! Set a shape object using ForCAD library + !----------------------------------------------------------------------------- + call t%timer_start() + !> Set the shape parameters for a ring + center = [0.0_rk, 0.0_rk, 0.0_rk] + outer_radius = 0.24_rk*2.0_rk + inner_radius = 0.22_rk*2.0_rk + res1 = 3500 + res2 = 1000 + + center(2) = center(2)/aspect_ratio + call shape%set_half_ring(center, inner_radius, outer_radius) + call shape%rotate_Xc(0.0_rk, 0.0_rk, 0.0_rk) + call shape%translate_Xc([0.75_rk, 0.75_rk, 0.0_rk]) + call shape%create(res1, res2) + Xg = shape%get_Xg() + ng = shape%get_ng() + call shape%finalize() + call t%timer_stop(message='Creating a ring') + + !----------------------------------------------------------------------------- + ! Set the z-values of the geometry points + !----------------------------------------------------------------------------- + ! linear gradient in the x-direction + z_values = (Xg(:,1) - minval(Xg(:,1))) / (maxval(Xg(:,1)) - minval(Xg(:,1))) + + !----------------------------------------------------------------------------- + ! Set the colormap using ForColorMap library + !----------------------------------------------------------------------------- + red = 255 + green = 215 + blue = 0 + + !----------------------------------------------------------------------------- + ! Set colors to the shape + !----------------------------------------------------------------------------- + call t%timer_start() + Xg(:,2) = Xg(:,2) * aspect_ratio + allocate(idx(ng(1)*ng(2),2)) + idx(:,1) = min(max(1, int(Xg(:,1) * width ) + 1), width ) + idx(:,2) = min(max(1, int(Xg(:,2) * height) + 1), height) + do i = 1, ng(1)*ng(2) + px(idx(i,2), 3*(idx(i,1)-1)+1) = red + px(idx(i,2), 3*(idx(i,1)-1)+2) = green + px(idx(i,2), 3*(idx(i,1)-1)+3) = blue + end do + deallocate(idx) + call t%timer_stop(message='Setting the colors') + + + + + + + + !----------------------------------------------------------------------------- + ! Save the image to a PPM file using ForImage library + !----------------------------------------------------------------------------- + call t%timer_start() + call image%set_pnm(& + encoding = 'binary', & + file_format = 'ppm', & + width = width, & + height = height, & + max_color = 255, & + comment = 'example: ForCAD + ForImage + ForColor + ForColormap', & + pixels = px & + ) + call image%export_pnm('ppm/example_ppm2') + call image%finalize() + call t%timer_stop(message='Saving the image') + + + + + + + + ! Clean up + call cmap%finalize() + deallocate(px, Xg, z_values) + +end program diff --git a/example/example_ppm3.f90 b/example/example_ppm3.f90 new file mode 100644 index 000000000..5bc27b6b3 --- /dev/null +++ b/example/example_ppm3.f90 @@ -0,0 +1,359 @@ +!> Visualization of NURBS surfaces using ForCAD, ForImage and ForColorMap libraries +!> This example converts NURBS surfaces (vector) to an image (raster) using ForCAD, ForImage and ForColorMap libraries. + +program example_ppm3 + + use forcad, only: rk, nurbs_surface + use forimage, only: ik, format_pnm, color + use forcolormap, only: colormap, wp + use fortime, only: timer + + implicit none + type(nurbs_surface) :: shape + type(format_pnm) :: image + type(color) :: background_color + type(colormap) :: cmap + integer(ik), allocatable :: px(:, :) + real(rk), allocatable :: Xg(:,:), z_values(:) + real(rk) :: aspect_ratio + integer :: height, width, ng(2), red, green, blue, res1, res2, i + integer, allocatable :: idx(:,:) + type(timer) :: t + + !----------------------------------------------------------------------------- + ! Set the image size and calculate the aspect ratio + !----------------------------------------------------------------------------- + width = 2000 + height = 2000 + + aspect_ratio = real(width,rk) / real(height,rk) + allocate(px(height, 3*width)) + + !----------------------------------------------------------------------------- + ! Set the background color using ForColor class of ForImage + !----------------------------------------------------------------------------- + call t%timer_start() + call background_color%set('white', use_library=.true.) + + do i = 1, width + px(:, 3*(i-1)+1) = background_color%get_r() + px(:, 3*(i-1)+2) = background_color%get_g() + px(:, 3*(i-1)+3) = background_color%get_b() + end do + call t%timer_stop(message='Setting the background color') + + + + + + + + + !----------------------------------------------------------------------------- + ! Set a shape object using ForCAD library + !----------------------------------------------------------------------------- + call t%timer_start() + !> Set the shape parameters for a tetragon + res1 = 2000 + res2 = 2000 + + call shape%set_tetragon(L=[1.0_rk, 1.0_rk], nc=[2,2]) + call shape%create(res1, res2) + Xg = shape%get_Xg() + ng = shape%get_ng() + call shape%finalize() + call t%timer_stop(message='Creating a tetragon') + + !----------------------------------------------------------------------------- + ! Set the z-values of the geometry points + !----------------------------------------------------------------------------- + ! circular gradient + z_values = ((Xg(:,1) - minval(Xg(:,1))) / (maxval(Xg(:,1)) - minval(Xg(:,1))))**2 & + + ((Xg(:,2) - minval(Xg(:,2))) / (maxval(Xg(:,2)) - minval(Xg(:,2)))**2) + + !----------------------------------------------------------------------------- + ! Set the colormap using ForColorMap library + !----------------------------------------------------------------------------- + call cmap%set('buda',real(0.0_rk, kind=wp), real(1.0_rk, kind=wp)) + + !----------------------------------------------------------------------------- + ! Set colors to the shape + !----------------------------------------------------------------------------- + call t%timer_start() + Xg(:,2) = Xg(:,2) * aspect_ratio + allocate(idx(ng(1)*ng(2),2)) + idx(:,1) = min(max(1, int(Xg(:,1) * width ) + 1), width ) + idx(:,2) = min(max(1, int(Xg(:,2) * height) + 1), height) + do i = 1, ng(1)*ng(2) + call cmap%compute_RGB(real(z_values(i), kind=wp), red, green, blue) + px(idx(i,2), 3*(idx(i,1)-1)+1) = red + px(idx(i,2), 3*(idx(i,1)-1)+2) = green + px(idx(i,2), 3*(idx(i,1)-1)+3) = blue + end do + deallocate(idx) + call t%timer_stop(message='Setting colors') + + + + + + + + + + !----------------------------------------------------------------------------- + ! Set a shape object using ForCAD library + !----------------------------------------------------------------------------- + call t%timer_start() + res1 = 2000 + res2 = 2000 + + call shape%set_tetragon(L=[0.48_rk, 0.48_rk], nc=[2,2]) + call shape%translate_Xc([0.01_rk, 0.01_rk, 0.0_rk]) + call shape%create(res1, res2) + Xg = shape%get_Xg() + ng = shape%get_ng() + call shape%finalize() + call t%timer_stop(message='Creating a ring') + + !----------------------------------------------------------------------------- + ! Set the z-values of the geometry points + !----------------------------------------------------------------------------- + ! circular gradient + z_values = ((Xg(:,1) - minval(Xg(:,1))) / (maxval(Xg(:,1)) - minval(Xg(:,1))))**2 & + + ((Xg(:,2) - minval(Xg(:,2))) / (maxval(Xg(:,2)) - minval(Xg(:,2)))**2) + + !----------------------------------------------------------------------------- + ! Set the colormap using ForColorMap library + !----------------------------------------------------------------------------- + call cmap%set('managua',real(0.0_rk, kind=wp), real(2.2_rk, kind=wp)) + + !----------------------------------------------------------------------------- + ! Set colors to the shape + !----------------------------------------------------------------------------- + call t%timer_start() + Xg(:,2) = Xg(:,2) * aspect_ratio + allocate(idx(ng(1)*ng(2),2)) + idx(:,1) = min(max(1, int(Xg(:,1) * width ) + 1), width ) + idx(:,2) = min(max(1, int(Xg(:,2) * height) + 1), height) + do i = 1, ng(1)*ng(2) + call cmap%compute_RGB(real(z_values(i), kind=wp), red, green, blue) + px(idx(i,2), 3*(idx(i,1)-1)+1) = red + px(idx(i,2), 3*(idx(i,1)-1)+2) = green + px(idx(i,2), 3*(idx(i,1)-1)+3) = blue + end do + deallocate(idx) + call t%timer_stop(message='Setting colors') + + + + + + + + + + + + + + + + !----------------------------------------------------------------------------- + ! Set a shape object using ForCAD library + !----------------------------------------------------------------------------- + call t%timer_start() + res1 = 2000 + res2 = 2000 + + call shape%set_tetragon(L=[0.48_rk, 0.48_rk], nc=[3,2]) + call shape%translate_Xc([0.51_rk, 0.01_rk, 0.0_rk]) + call shape%modify_Xc(0.24_rk,2,2) + call shape%modify_Xc(0.26_rk,5,2) + call shape%create(res1, res2) + Xg = shape%get_Xg() + ng = shape%get_ng() + call shape%finalize() + call t%timer_stop(message='Creating a ring') + + !----------------------------------------------------------------------------- + ! Set the z-values of the geometry points + !----------------------------------------------------------------------------- + ! linear gradient in the y-direction + z_values = (Xg(:,2) - minval(Xg(:,2))) / (maxval(Xg(:,2)) - minval(Xg(:,2))) + + !----------------------------------------------------------------------------- + ! Set the colormap using ForColorMap library + !----------------------------------------------------------------------------- + call cmap%set('lipari',real(0.0_rk, kind=wp), real(1.0_rk, kind=wp)) + + !----------------------------------------------------------------------------- + ! Set colors to the shape + !----------------------------------------------------------------------------- + call t%timer_start() + Xg(:,2) = Xg(:,2) * aspect_ratio + allocate(idx(ng(1)*ng(2),2)) + idx(:,1) = min(max(1, int(Xg(:,1) * width ) + 1), width ) + idx(:,2) = min(max(1, int(Xg(:,2) * height) + 1), height) + do i = 1, ng(1)*ng(2) + call cmap%compute_RGB(real(z_values(i), kind=wp), red, green, blue) + px(idx(i,2), 3*(idx(i,1)-1)+1) = red + px(idx(i,2), 3*(idx(i,1)-1)+2) = green + px(idx(i,2), 3*(idx(i,1)-1)+3) = blue + end do + deallocate(idx) + call t%timer_stop(message='Setting colors') + + + + + + + + + + + + + + + !----------------------------------------------------------------------------- + ! Set a shape object using ForCAD library + !----------------------------------------------------------------------------- + call t%timer_start() + res1 = 2000 + res2 = 2000 + + call shape%set_tetragon(L=[0.48_rk, 0.48_rk], nc=[2,3]) + call shape%translate_Xc([0.01_rk, 0.51_rk, 0.0_rk]) + call shape%modify_Xc(0.26_rk,3,1) + call shape%modify_Xc(0.24_rk,4,1) + call shape%create(res1, res2) + Xg = shape%get_Xg() + ng = shape%get_ng() + call shape%finalize() + call t%timer_stop(message='Creating a ring') + + !----------------------------------------------------------------------------- + ! Set the z-values of the geometry points + !----------------------------------------------------------------------------- + ! linear gradient in the x-direction + z_values = (Xg(:,1) - minval(Xg(:,1))) / (maxval(Xg(:,1)) - minval(Xg(:,1))) + + !----------------------------------------------------------------------------- + ! Set the colormap using ForColorMap library + !----------------------------------------------------------------------------- + call cmap%set('oslo10',real(0.0_rk, kind=wp), real(1.0_rk, kind=wp)) + + !----------------------------------------------------------------------------- + ! Set colors to the shape + !----------------------------------------------------------------------------- + call t%timer_start() + Xg(:,2) = Xg(:,2) * aspect_ratio + allocate(idx(ng(1)*ng(2),2)) + idx(:,1) = min(max(1, int(Xg(:,1) * width ) + 1), width ) + idx(:,2) = min(max(1, int(Xg(:,2) * height) + 1), height) + do i = 1, ng(1)*ng(2) + call cmap%compute_RGB(real(z_values(i), kind=wp), red, green, blue) + px(idx(i,2), 3*(idx(i,1)-1)+1) = red + px(idx(i,2), 3*(idx(i,1)-1)+2) = green + px(idx(i,2), 3*(idx(i,1)-1)+3) = blue + end do + deallocate(idx) + call t%timer_stop(message='Setting colors') + + + + + + + + + + + + + + + + !----------------------------------------------------------------------------- + ! Set a shape object using ForCAD library + !----------------------------------------------------------------------------- + call t%timer_start() + res1 = 2000 + res2 = 2000 + + call shape%set_tetragon(L=[0.48_rk, 0.48_rk], nc=[3,3]) + call shape%translate_Xc([0.51_rk, 0.51_rk, 0.0_rk]) + call shape%modify_Xc(0.7_rk,1,2) + call shape%modify_Xc(0.7_rk,3,2) + call shape%modify_Xc(0.8_rk,7,2) + call shape%modify_Xc(0.8_rk,9,2) + call shape%create(res1, res2) + Xg = shape%get_Xg() + ng = shape%get_ng() + call shape%finalize() + call t%timer_stop(message='Creating a ring') + + !----------------------------------------------------------------------------- + ! Set the z-values of the geometry points + !----------------------------------------------------------------------------- + ! linear gradient in the x-direction + z_values = (Xg(:,1) - minval(Xg(:,1))) / (maxval(Xg(:,1)) - minval(Xg(:,1))) + + !----------------------------------------------------------------------------- + ! Set the colormap using ForColorMap library + !----------------------------------------------------------------------------- + red = 255 + green = 215 + blue = 0 + + !----------------------------------------------------------------------------- + ! Set colors to the shape + !----------------------------------------------------------------------------- + call t%timer_start() + Xg(:,2) = Xg(:,2) * aspect_ratio + allocate(idx(ng(1)*ng(2),2)) + idx(:,1) = min(max(1, int(Xg(:,1) * width ) + 1), width ) + idx(:,2) = min(max(1, int(Xg(:,2) * height) + 1), height) + do i = 1, ng(1)*ng(2) + px(idx(i,2), 3*(idx(i,1)-1)+1) = red + px(idx(i,2), 3*(idx(i,1)-1)+2) = green + px(idx(i,2), 3*(idx(i,1)-1)+3) = blue + end do + deallocate(idx) + call t%timer_stop(message='Setting colors') + + + + + + + !----------------------------------------------------------------------------- + ! Save the image to a PPM file using ForImage library + !----------------------------------------------------------------------------- + call t%timer_start() + call image%set_pnm(& + encoding = 'binary', & + file_format = 'ppm', & + width = width, & + height = height, & + max_color = 255, & + comment = 'example: ForCAD + ForImage + ForColor + ForColormap', & + pixels = px & + ) + call image%export_pnm('ppm/example_ppm3') + call image%finalize() + call t%timer_stop(message='Saving the image') + + + + + + + + ! Clean up + call cmap%finalize() + deallocate(px, Xg, z_values) + +end program diff --git a/example/example_surface_1.f90 b/example/example_surface_1.f90 index 82d79a348..0f035d2c0 100644 --- a/example/example_surface_1.f90 +++ b/example/example_surface_1.f90 @@ -30,6 +30,12 @@ program example3_surface !> Set knot vectors, control points, and weights for the NURBS surface object call nurbs%set(knot1, knot2, Xc, Wc) + !> Deallocate local arrays + deallocate(Xc, Wc) + + !> Export parameter space to a VTK file + call nurbs%export_Xth('vtk/nurbs_surface_Xth.vtk') + !> Export the control points to a VTK file call nurbs%export_Xc('vtk/nurbs_surface_Xc.vtk') @@ -43,6 +49,17 @@ program example3_surface !> Export the generated surface to a VTK file call nurbs%export_Xg('vtk/nurbs_surface_Xg.vtk') + !> Export the NURBS surface to an IGES file + call nurbs%export_iges('iges/nurbs_surface.iges') + + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call nurbs%show('vtk/nurbs_surface_Xc.vtk','vtk/nurbs_surface_Xg.vtk') + !----------------------------------------------------------------------------- ! Refinements !----------------------------------------------------------------------------- @@ -84,12 +101,26 @@ program example3_surface !> Generate the refined NURBS surface with resolutions of 30 in both dimensions call nurbs%create() + !> Export refined parameter space to a VTK file + call nurbs%export_Xth('vtk/nurbs_surface_Xth2.vtk') + !> Export updated control points to a VTK file call nurbs%export_Xc('vtk/nurbs_surface_Xc2.vtk') !> Export the refined generated surface to a VTK file call nurbs%export_Xg('vtk/nurbs_surface_Xg2.vtk') + !> Export the NURBS surface to an IGES file + call nurbs%export_iges('iges/nurbs_surface2.iges') + + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call nurbs%show('vtk/nurbs_surface_Xc2.vtk','vtk/nurbs_surface_Xg2.vtk') + !----------------------------------------------------------------------------- ! Transformations !----------------------------------------------------------------------------- @@ -106,12 +137,26 @@ program example3_surface !> Translate the generated curve call nurbs%translate_Xg([-1.0_rk, -2.0_rk, 3.0_rk]) + !> Export parameter space to a VTK file + call nurbs%export_Xth('vtk/nurbs_surface_Xth3.vtk') + !> Export the transformed control points to a VTK file call nurbs%export_Xc('vtk/nurbs_surface_Xc3.vtk') !> Export the transformed generated volume to a VTK file call nurbs%export_Xg('vtk/nurbs_surface_Xg3.vtk') + !> Export the transformed NURBS surface to an IGES file + call nurbs%export_iges('iges/nurbs_surface3.iges') + + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call nurbs%show('vtk/nurbs_surface_Xc3.vtk','vtk/nurbs_surface_Xg3.vtk') + !----------------------------------------------------------------------------- ! Finalizing !----------------------------------------------------------------------------- diff --git a/example/example_volume_1.f90 b/example/example_volume_1.f90 index b57a654c0..c6f5528fd 100644 --- a/example/example_volume_1.f90 +++ b/example/example_volume_1.f90 @@ -30,6 +30,12 @@ program example3_volume !> Wc is optional. call nurbs%set(knot1, knot2, knot3, Xc, Wc) + !> Deallocate local arrays + deallocate(Xc, Wc) + + !> Export parameter space to a VTK file + call nurbs%export_Xth('vtk/nurbs_volume_Xth.vtk') + !> Export the control points to a VTK file call nurbs%export_Xc('vtk/nurbs_volume_Xc.vtk') @@ -43,6 +49,17 @@ program example3_volume !> Export the generated volume to a VTK file call nurbs%export_Xg('vtk/nurbs_volume_Xg.vtk') + !> Export the NURBS volume to an IGES file + !> Not supported for volumes. + + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call nurbs%show('vtk/nurbs_volume_Xc.vtk','vtk/nurbs_volume_Xg.vtk') + !----------------------------------------------------------------------------- ! Refinements !----------------------------------------------------------------------------- @@ -90,12 +107,26 @@ program example3_volume !> Generate the refined NURBS volume with resolutions of 40, 40, and 40 in the three dimensions call nurbs%create() + !> Export refined parameter space to a VTK file + call nurbs%export_Xth('vtk/nurbs_volume_Xth2.vtk') + !> Export updated control points to a VTK file call nurbs%export_Xc('vtk/nurbs_volume_Xc2.vtk') !> Export the refined generated volume to a VTK file call nurbs%export_Xg('vtk/nurbs_volume_Xg2.vtk') + !> Export the NURBS volume to an IGES file + !> Not supported for volumes. + + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call nurbs%show('vtk/nurbs_volume_Xc2.vtk','vtk/nurbs_volume_Xg2.vtk') + !----------------------------------------------------------------------------- ! Transformations !----------------------------------------------------------------------------- @@ -112,12 +143,49 @@ program example3_volume !> Translate the generated curve call nurbs%translate_Xg([1.0_rk, 2.0_rk, -3.0_rk]) + !> Export parameter space to a VTK file + call nurbs%export_Xth('vtk/nurbs_volume_Xth3.vtk') + !> Export the transformed control points to a VTK file call nurbs%export_Xc('vtk/nurbs_volume_Xc3.vtk') !> Export the transformed generated volume to a VTK file call nurbs%export_Xg('vtk/nurbs_volume_Xg3.vtk') + !> Export the NURBS volume to an IGES file + !> Not supported for volumes. + + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call nurbs%show('vtk/nurbs_volume_Xc3.vtk','vtk/nurbs_volume_Xg3.vtk') + + !----------------------------------------------------------------------------- + ! Extract faces + !----------------------------------------------------------------------------- + + !> first compute and set the connectivities of volume elements + call nurbs%set_elem(nurbs%cmp_elem()) + + !> get the connectivity of the face1 of the first element + print*, 'Face 1 of element 1:', nurbs%cmp_elemFace(elem=1, face=1) + print*, 'Face 2 of element 1:', nurbs%cmp_elemFace(elem=1, face=2) + print*, 'Face 3 of element 1:', nurbs%cmp_elemFace(elem=1, face=3) + print*, 'Face 4 of element 1:', nurbs%cmp_elemFace(elem=1, face=4) + print*, 'Face 5 of element 1:', nurbs%cmp_elemFace(elem=1, face=5) + print*, 'Face 6 of element 1:', nurbs%cmp_elemFace(elem=1, face=6) + + !> get the degree of the faces + print*, 'Degree of face 1:', nurbs%cmp_degreeFace(face=1) + print*, 'Degree of face 2:', nurbs%cmp_degreeFace(face=2) + print*, 'Degree of face 3:', nurbs%cmp_degreeFace(face=3) + print*, 'Degree of face 4:', nurbs%cmp_degreeFace(face=4) + print*, 'Degree of face 5:', nurbs%cmp_degreeFace(face=5) + print*, 'Degree of face 6:', nurbs%cmp_degreeFace(face=6) + !----------------------------------------------------------------------------- ! Finalizing !----------------------------------------------------------------------------- diff --git a/example/nearest_point_1d.f90 b/example/nearest_point_1d.f90 new file mode 100644 index 000000000..962bce256 --- /dev/null +++ b/example/nearest_point_1d.f90 @@ -0,0 +1,75 @@ +program nearest_point_1d + + use forcad, only: rk, nurbs_curve + + implicit none + + type(nurbs_curve) :: shape !! Declare a NURBS curve object + real(rk), allocatable :: Xc(:,:), Wc(:) !! Arrays for control points and weights + real(rk) :: knot(6) !! Array for knot vector + real(rk), allocatable :: nearest_Xg(:) !! Array for the nearest point on the curve + real(rk) :: nearest_Xt !! Array for the parametric coordinates of the nearest point + integer :: id !! Variable for the id of the nearest point + + !----------------------------------------------------------------------------- + ! Setting up the NURBS curve + !----------------------------------------------------------------------------- + + !> Define control points for the NURBS curve + allocate(Xc(3, 3)) + Xc(1,:) = [0.0_rk, 0.0_rk, 0.0_rk] + Xc(2,:) = [0.0_rk, 5.0_rk, 0.0_rk] + Xc(3,:) = [5.0_rk, 5.0_rk, 0.0_rk] + + !> Define weights for the control points (optional) + allocate(Wc(3)) + Wc = [1.0_rk, 1.1_rk, 1.0_rk] + + !> Define knot vector + knot = [0.0_rk, 0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk, 1.0_rk] + + !> Set knot vector, control points, and weights for the NURBS curve object. + !> Wc is optional + call shape%set(knot, Xc, Wc) + + !----------------------------------------------------------------------------- + ! Creating the NURBS curve + !----------------------------------------------------------------------------- + + !> Generate the NURBS curve with a resolution of 20 + call shape%create(20) + + !----------------------------------------------------------------------------- + ! Nearest point on the curve + !----------------------------------------------------------------------------- + + !> Find the nearest point on the curve to a given point + ! nearest_Xg: Coordinates of the nearest point on the curve (optional) + ! nearest_Xt: Corresponding parametric coordinates of the nearest point (optional) + ! id: id of the nearest point (optional) + call shape%nearest_point([4.5_rk, 4.5_rk, 5.0_rk], nearest_Xg, nearest_Xt, id) + print '(a,1x,g0,2x,g0,2x,g0,a,2x,g0,2x,a,1x,g0)',& + 'Nearest point on the curve:', nearest_Xg, ' with parametric coordinates:', nearest_Xt, ' and id:', id + + !----------------------------------------------------------------------------- + ! Nearest point on the curve (Optimization) + !----------------------------------------------------------------------------- + + !> Find the nearest point on the curve to a given point + !> The optimization method is used to find the nearest point + !> The optimization method is based on the Newton-Raphson method + ! nearest_Xt: Corresponding parametric coordinates of the nearest point + ! nearest_Xg: Coordinates of the nearest point on the curve (optional) + call shape%nearest_point2([4.5_rk, 4.5_rk, 5.0_rk], 1.0e-11_rk, 30, nearest_Xt, nearest_Xg) + print '(a,1x,g0,2x,g0,a,2x,g0,2x,g0)',& + 'Nearest point on the curve:', nearest_Xg, ' with parametric coordinates:', nearest_Xt + + !----------------------------------------------------------------------------- + ! Finalizing + !----------------------------------------------------------------------------- + + !> Finalize the NURBS curve object + call shape%finalize() + deallocate(nearest_Xg, Xc, Wc) + +end program diff --git a/example/nearest_point_2d.f90 b/example/nearest_point_2d.f90 new file mode 100644 index 000000000..5de270744 --- /dev/null +++ b/example/nearest_point_2d.f90 @@ -0,0 +1,69 @@ +program nearest_point_2d + + use forcad, only: rk, nurbs_surface + + implicit none + + type(nurbs_surface) :: shape !! Declare a NURBS surface object + real(rk), allocatable :: nearest_Xg(:) !! Coordinates of the nearest point on the surface + real(rk), allocatable :: nearest_Xt(:) !! Corresponding parametric coordinates of the nearest point + integer :: id !! id of the nearest point + real(rk) :: Xc(4,3) !! Control points + real(rk) :: Wc(4) !! Weights of the control points + + !----------------------------------------------------------------------------- + ! Setting up the NURBS tetrangon + !----------------------------------------------------------------------------- + + !> Set a surface with 4 control points + Xc(1,:) = [0.0_rk, 0.0_rk, 0.0_rk] + Xc(2,:) = [2.0_rk, 0.0_rk, 0.0_rk] + Xc(3,:) = [0.0_rk, 2.0_rk, 0.0_rk] + Xc(4,:) = [2.0_rk, 2.0_rk, 0.0_rk] + + !> The weights of the control points (Wc) are optional. + Wc = [1.0_rk, 1.1_rk, 0.7_rk, 1.0_rk] + + call shape%set(knot1=[0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk], knot2=[0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk], Xc=Xc, Wc=Wc) + + !----------------------------------------------------------------------------- + ! Creating the NURBS surface + !----------------------------------------------------------------------------- + + !> Generate the NURBS surface with resolutions of 30 in both dimensions + call shape%create(30, 30) + + !----------------------------------------------------------------------------- + ! Nearest point on the surface (Approximation) + !----------------------------------------------------------------------------- + + !> Find the nearest point on the surface to a given point + ! nearest_Xg: Coordinates of the nearest point on the surface (optional) + ! nearest_Xt: Corresponding parametric coordinates of the nearest point (optional) + ! id: id of the nearest point (optional) + call shape%nearest_point([1.3_rk, 1.0_rk, 1.999999999_rk], nearest_Xg, nearest_Xt, id) + print '(a,1x,g0,2x,g0,2x,g0,a,2x,g0,2x,g0,2x,a,1x,g0)',& + 'Nearest point on the surface:', nearest_Xg, ' with parametric coordinates:', nearest_Xt, ' and id:', id + + !----------------------------------------------------------------------------- + ! Nearest point on the surface (Optimization) + !----------------------------------------------------------------------------- + + !> Find the nearest point on the surface to a given point + !> The optimization method is used to find the nearest point + !> The optimization method is based on the Newton-Raphson method + ! nearest_Xt: Corresponding parametric coordinates of the nearest point + ! nearest_Xg: Coordinates of the nearest point on the surface (optional) + call shape%nearest_point2([1.3_rk, 1.0_rk, 1.999999999_rk], 1.0e-11_rk, 30, nearest_Xt, nearest_Xg) + print '(a,1x,g0,2x,g0,2x,g0,a,2x,g0,2x,g0)',& + 'Nearest point on the surface:', nearest_Xg, ' with parametric coordinates:', nearest_Xt + + !----------------------------------------------------------------------------- + ! Finalizing + !----------------------------------------------------------------------------- + + !> Finalize the NURBS surface object + call shape%finalize() + ! deallocate(nearest_Xg, nearest_Xt) + +end program diff --git a/example/nearest_point_2d_bench.f90 b/example/nearest_point_2d_bench.f90 new file mode 100644 index 000000000..a06bbad20 --- /dev/null +++ b/example/nearest_point_2d_bench.f90 @@ -0,0 +1,58 @@ +program nearest_point_2d_bench + + use forcad, only: rk, nurbs_surface + use fortime, only: timer + + implicit none + + type(nurbs_surface) :: shape !! Declare a NURBS surface object + real(rk), allocatable :: nearest_Xg(:) !! Coordinates of the nearest point on the surface + real(rk), allocatable :: nearest_Xt(:) !! Corresponding parametric coordinates of the nearest point + integer :: id !! id of the nearest point + real(rk), allocatable :: points(:,:) + integer :: i, j + type(timer) :: t + + !----------------------------------------------------------------------------- + ! Setting up the NURBS tetrangon + !----------------------------------------------------------------------------- + + !> Set a tetragon with lengths of 2.0 and 3.0 and 3 and 4 control points in each direction + !> The weights of the control points (Wc) are optional. + call shape%set_tetragon(L=[2.0_rk, 3.0_rk], nc=[3,4]) + + !----------------------------------------------------------------------------- + ! Creating the NURBS surface + !----------------------------------------------------------------------------- + + !> Generate the NURBS surface with resolutions of 30 in both dimensions + call shape%create(100, 100) + + !----------------------------------------------------------------------------- + ! Nearest point on the surface + !----------------------------------------------------------------------------- + + !> Find the nearest point on the surface to a given point + ! nearest_Xg: Coordinates of the nearest point on the surface (optional) + ! nearest_Xt: Corresponding parametric coordinates of the nearest point (optional) + ! id: id of the nearest point (optional) + do j = 1, 40 + allocate(points(j*1000, 3)) + print*, j*1000 + call random_number(points) + call t%timer_start() + do i = 1, size(points,1) + call shape%nearest_point(points(i,:), nearest_Xg, nearest_Xt, id) + end do + call t%timer_stop() + deallocate(points) + end do + !----------------------------------------------------------------------------- + ! Finalizing + !----------------------------------------------------------------------------- + + !> Finalize the NURBS surface object + call shape%finalize() + deallocate(nearest_Xg, nearest_Xt) + +end program diff --git a/example/nearest_point_3d.f90 b/example/nearest_point_3d.f90 new file mode 100644 index 000000000..41682e922 --- /dev/null +++ b/example/nearest_point_3d.f90 @@ -0,0 +1,76 @@ +program nearest_point_3d + + use forcad, only: rk, nurbs_volume + + implicit none + + type(nurbs_volume) :: shape !! Declare a NURBS volume object + real(rk), allocatable :: nearest_Xg(:) !! Coordinates of the nearest point on the volume + real(rk), allocatable :: nearest_Xt(:) !! Corresponding parametric coordinates of the nearest point + integer :: id !! id of the nearest point + real(rk) :: Xc(8,3) !! Control points + real(rk) :: Wc(8) !! Weights of the control points + + !----------------------------------------------------------------------------- + ! Setting up the NURBS hexahedron + !----------------------------------------------------------------------------- + + Xc(1,:) = [0.0_rk, 0.0_rk, 0.0_rk] + Xc(2,:) = [2.0_rk, 0.0_rk, 0.0_rk] + Xc(3,:) = [0.0_rk, 4.0_rk, 0.0_rk] + Xc(4,:) = [2.0_rk, 4.0_rk, 0.0_rk] + Xc(5,:) = [0.0_rk, 0.0_rk, 2.0_rk] + Xc(6,:) = [2.0_rk, 0.0_rk, 2.0_rk] + Xc(7,:) = [0.0_rk, 4.0_rk, 2.0_rk] + Xc(8,:) = [2.0_rk, 4.0_rk, 2.0_rk] + + !> The weights of the control points (Wc) are optional. + Wc = [1.0_rk, 1.1_rk, 1.11_rk, 1.0_rk, 0.5_rk, 0.5_rk, 1.2_rk, 1.0_rk] + + call shape%set(& + knot1=[0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk],& + knot2=[0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk],& + knot3=[0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk],& + Xc=Xc, Wc=Wc) + + !----------------------------------------------------------------------------- + ! Creating the NURBS volume + !----------------------------------------------------------------------------- + + !> Generate the NURBS volume with resolutions of 20, 20, 20 + call shape%create(30, 30, 30) + + !----------------------------------------------------------------------------- + ! Nearest point on the volume + !----------------------------------------------------------------------------- + + !> Find the nearest point on the volume to a given point + ! nearest_Xg: Coordinates of the nearest point on the volume (optional) + ! nearest_Xt: Corresponding parametric coordinates of the nearest point (optional) + ! id: id of the nearest point (optional) + call shape%nearest_point([1.5_rk, 3.5_rk, 1.1_rk], nearest_Xg, nearest_Xt, id) + print '(a,1x,g0,2x,g0,2x,g0,a,2x,g0,2x,g0,2x,g0,2x,a,1x,g0)',& + 'Nearest point on the volume:', nearest_Xg, ' with parametric coordinates:', nearest_Xt, ' and id:', id + + !----------------------------------------------------------------------------- + ! Nearest point on the volume (Optimization) + !----------------------------------------------------------------------------- + + !> Find the nearest point on the volume to a given point + !> The optimization method is used to find the nearest point + !> The optimization method is based on the Newton-Raphson method + ! nearest_Xt: Corresponding parametric coordinates of the nearest point + ! nearest_Xg: Coordinates of the nearest point on the volume (optional) + call shape%nearest_point2([1.5_rk, 3.5_rk, 1.1_rk], 1.0e-11_rk, 500, nearest_Xt, nearest_Xg) + print '(a,1x,g0,2x,g0,2x,g0,a,2x,g0,2x,g0,2x,g0)',& + 'Nearest point on the volume:', nearest_Xg, ' with parametric coordinates:', nearest_Xt + + !----------------------------------------------------------------------------- + ! Finalizing + !----------------------------------------------------------------------------- + + !> Finalize the NURBS volume object + call shape%finalize() + ! deallocate(nearest_Xg, nearest_Xt) + +end program diff --git a/example/put_to_nurbs.f90 b/example/put_to_nurbs.f90 index 309e3bcb8..c94cc8d91 100644 --- a/example/put_to_nurbs.f90 +++ b/example/put_to_nurbs.f90 @@ -1,4 +1,4 @@ -program example_morph +program example_put_to_nurbs use forcad use forcad_utils, only: hexahedron_Xc @@ -35,8 +35,22 @@ program example_morph !> Map the shape into the shape call control_shape%put_to_nurbs(X, elem) + !> Deallocate local variables + deallocate(X, elem) + !> Export the shape and the control shape to vtk files call control_shape%export_Xc('vtk/control_shape.vtk') call control_shape%export_Xg('vtk/shape.vtk') + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call control_shape%show('vtk/control_shape.vtk','vtk/shape.vtk') + + !> Finalize the control shape + call control_shape%finalize() + end program \ No newline at end of file diff --git a/example/shape_C_1d.f90 b/example/shape_C_1d.f90 new file mode 100644 index 000000000..bff1e38ac --- /dev/null +++ b/example/shape_C_1d.f90 @@ -0,0 +1,43 @@ +program shape_C_1d + + use forcad, only: rk, nurbs_curve + + implicit none + type(nurbs_curve) :: shape + + !----------------------------------------------------------------------------- + ! Setting up NURBS C-shape + !----------------------------------------------------------------------------- + + !> Set a C-shape with radius 2.0 and center at [0.0, 0.0, 0.0] + call shape%set_C(center = [0.0_rk, 0.0_rk, 0.0_rk], radius = 2.0_rk) + + !> Export control points to a VTK file + call shape%export_Xc('vtk/shape_C_1d_Xc.vtk') + + !----------------------------------------------------------------------------- + ! Creating C-shape + !----------------------------------------------------------------------------- + + !> Generate the NURBS C-shape with a resolution of 100 + call shape%create(res = 100) + + !> Export the generated cirlce to a VTK file + call shape%export_Xg('vtk/shape_C_1d_Xg.vtk') + + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call shape%show('vtk/shape_C_1d_Xc.vtk','vtk/shape_C_1d_Xg.vtk') + + !----------------------------------------------------------------------------- + ! Finalizing + !----------------------------------------------------------------------------- + + !> Finalize the NURBS curve object + call shape%finalize() + +end program diff --git a/example/shape_C_2d.f90 b/example/shape_C_2d.f90 new file mode 100644 index 000000000..2601f4d85 --- /dev/null +++ b/example/shape_C_2d.f90 @@ -0,0 +1,43 @@ +program shape_C_2d + + use forcad, only: rk, nurbs_surface + + implicit none + type(nurbs_surface) :: shape + + !----------------------------------------------------------------------------- + ! Setting up NURBS C-shape + !----------------------------------------------------------------------------- + + !> Set a C-shape with radius 2.0 and center at [0.0, 0.0, 0.0] + call shape%set_C(center = [0.0_rk, 0.0_rk, 0.0_rk], radius1 = 1.0_rk, radius2 = 2.0_rk) + + !> Export control points to a VTK file + call shape%export_Xc('vtk/shape_C_2d_Xc.vtk') + + !----------------------------------------------------------------------------- + ! Creating C-shape + !----------------------------------------------------------------------------- + + !> Generate the NURBS C-shape with a resolution of 100 + call shape%create(100, 60) + + !> Export the generated cirlce to a VTK file + call shape%export_Xg('vtk/shape_C_2d_Xg.vtk') + + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call shape%show('vtk/shape_C_2d_Xc.vtk','vtk/shape_C_2d_Xg.vtk') + + !----------------------------------------------------------------------------- + ! Finalizing + !----------------------------------------------------------------------------- + + !> Finalize the NURBS curve object + call shape%finalize() + +end program diff --git a/example/shape_C_3d.f90 b/example/shape_C_3d.f90 new file mode 100644 index 000000000..78f4a8bb4 --- /dev/null +++ b/example/shape_C_3d.f90 @@ -0,0 +1,43 @@ +program shape_C_3d + + use forcad, only: rk, nurbs_volume + + implicit none + type(nurbs_volume) :: shape + + !----------------------------------------------------------------------------- + ! Setting up NURBS C-shape + !----------------------------------------------------------------------------- + + !> Set a C-shape with radius 2.0 and center at [0.0, 0.0, 0.0] + call shape%set_C(center = [0.0_rk, 0.0_rk, 0.0_rk], radius1 = 1.0_rk, radius2 = 2.0_rk, length = 2.0_rk) + + !> Export control points to a VTK file + call shape%export_Xc('vtk/shape_C_3d_Xc.vtk') + + !----------------------------------------------------------------------------- + ! Creating C-shape + !----------------------------------------------------------------------------- + + !> Generate the NURBS C-shape with a resolution of 100 + call shape%create(100, 60, 10) + + !> Export the generated cirlce to a VTK file + call shape%export_Xg('vtk/shape_C_3d_Xg.vtk') + + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call shape%show('vtk/shape_C_3d_Xc.vtk','vtk/shape_C_3d_Xg.vtk') + + !----------------------------------------------------------------------------- + ! Finalizing + !----------------------------------------------------------------------------- + + !> Finalize the NURBS curve object + call shape%finalize() + +end program diff --git a/example/shape_circle.f90 b/example/shape_circle.f90 index 18dc54dd2..1a48fe6bf 100644 --- a/example/shape_circle.f90 +++ b/example/shape_circle.f90 @@ -25,6 +25,14 @@ program shape_circle !> Export the generated cirlce to a VTK file call shape%export_Xg('vtk/shape_circle_Xg.vtk') + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call shape%show('vtk/shape_circle_Xc.vtk','vtk/shape_circle_Xg.vtk') + !----------------------------------------------------------------------------- ! Finalizing !----------------------------------------------------------------------------- diff --git a/example/shape_half_circle.f90 b/example/shape_half_circle.f90 new file mode 100644 index 000000000..af0dcf4d4 --- /dev/null +++ b/example/shape_half_circle.f90 @@ -0,0 +1,32 @@ +program shape_half_circle + + use forcad, only: rk, nurbs_curve + + implicit none + type(nurbs_curve) :: shape + + + !> Set up a half circle shape centered at the 0,0,0 with a radius of 1 + call shape%set_half_circle([0.0_rk, 0.0_rk, 0.0_rk], 1.0_rk) + + !> Export the control points to a VTK file for visualization. + call shape%export_Xc('vtk/shape_half_circle_Xc.vtk') + + !> Create the shape using the specified number of elements in each direction. + call shape%create(60) + + !> Export the geometry to a VTK file for visualization. + call shape%export_Xg('vtk/shape_half_circle_Xg.vtk') + + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call shape%show('vtk/shape_half_circle_Xc.vtk','vtk/shape_half_circle_Xg.vtk') + + !> Finalize and clean up the shape object. + call shape%finalize() + +end program diff --git a/example/shape_half_ring_2d.f90 b/example/shape_half_ring_2d.f90 new file mode 100644 index 000000000..cc1f6aa7c --- /dev/null +++ b/example/shape_half_ring_2d.f90 @@ -0,0 +1,32 @@ +program shape_half_ring_2d + + use forcad, only: rk, nurbs_surface + + implicit none + type(nurbs_surface) :: shape + + + !> Set up a half ring shape centered at 0,0,0 with inner radius 1 and outer radius 2. + call shape%set_half_ring([0.0_rk, 0.0_rk, 0.0_rk], 1.0_rk, 2.0_rk) + + !> Export the control points to a VTK file for visualization. + call shape%export_Xc('vtk/shape_half_ring_2d_Xc.vtk') + + !> Create the shape using the specified number of elements in each direction. + call shape%create(60, 15) + + !> Export the geometry to a VTK file for visualization. + call shape%export_Xg('vtk/shape_half_ring_2d_Xg.vtk') + + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call shape%show('vtk/shape_half_ring_2d_Xc.vtk','vtk/shape_half_ring_2d_Xg.vtk') + + !> Finalize and clean up the shape object. + call shape%finalize() + +end program diff --git a/example/shape_half_ring_3d.f90 b/example/shape_half_ring_3d.f90 new file mode 100644 index 000000000..010944126 --- /dev/null +++ b/example/shape_half_ring_3d.f90 @@ -0,0 +1,32 @@ +program shape_half_ring_3d + + use forcad, only: rk, nurbs_volume + + implicit none + type(nurbs_volume) :: shape + + + !> Set up a half ring centered at 0,0,0 with inner radius 1, outer radius 2, and length 1. + call shape%set_half_ring([0.0_rk, 0.0_rk, 0.0_rk], 1.0_rk, 2.0_rk, 1.0_rk) + + !> Export the control points to a VTK file for visualization. + call shape%export_Xc('vtk/shape_half_ring_3d_Xc.vtk') + + !> Create the shape using the specified number of elements in each direction. + call shape%create(60, 15, 10) + + !> Export the geometry to a VTK file for visualization. + call shape%export_Xg('vtk/shape_half_ring_3d_Xg.vtk') + + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call shape%show('vtk/shape_half_ring_3d_Xc.vtk','vtk/shape_half_ring_3d_Xg.vtk') + + !> Finalize and clean up the shape object. + call shape%finalize() + +end program diff --git a/example/shape_hexahedron.f90 b/example/shape_hexahedron.f90 index 5b57c0082..abce94e72 100644 --- a/example/shape_hexahedron.f90 +++ b/example/shape_hexahedron.f90 @@ -24,6 +24,14 @@ program shape_hexahedron !> Export the geometry to a VTK file for visualization. call shape%export_Xg('vtk/shape_hexahedron_Xg.vtk') + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call shape%show('vtk/shape_hexahedron_Xc.vtk','vtk/shape_hexahedron_Xg.vtk') + !> Finalize and clean up the shape object. call shape%finalize() diff --git a/example/shape_ring_2d.f90 b/example/shape_ring_2d.f90 new file mode 100644 index 000000000..49ac0a34e --- /dev/null +++ b/example/shape_ring_2d.f90 @@ -0,0 +1,32 @@ +program shape_ring_2d + + use forcad, only: rk, nurbs_surface + + implicit none + type(nurbs_surface) :: shape + + + !> Set up a ring shape with inner radius 1.0 and outer radius 2.0. + call shape%set_ring([0.0_rk, 0.0_rk, 0.0_rk], 1.0_rk, 2.0_rk) + + !> Export the control points to a VTK file for visualization. + call shape%export_Xc('vtk/shape_ring_2d_Xc.vtk') + + !> Create the shape using the specified number of elements in each direction. + call shape%create(60, 15) + + !> Export the geometry to a VTK file for visualization. + call shape%export_Xg('vtk/shape_ring_2d_Xg.vtk') + + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call shape%show('vtk/shape_ring_2d_Xc.vtk','vtk/shape_ring_2d_Xg.vtk') + + !> Finalize and clean up the shape object. + call shape%finalize() + +end program diff --git a/example/shape_ring_3d.f90 b/example/shape_ring_3d.f90 new file mode 100644 index 000000000..19cdcaae6 --- /dev/null +++ b/example/shape_ring_3d.f90 @@ -0,0 +1,32 @@ +program shape_ring_3d + + use forcad, only: rk, nurbs_volume + + implicit none + type(nurbs_volume) :: shape + + + !> Set up a ring shape centered at 0,0,0 with inner radius 1, outer radius 2, and length 1. + call shape%set_ring([0.0_rk, 0.0_rk, 0.0_rk], 1.0_rk, 2.0_rk, 1.0_rk) + + !> Export the control points to a VTK file for visualization. + call shape%export_Xc('vtk/shape_ring_3d_Xc.vtk') + + !> Create the shape using the specified number of elements in each direction. + call shape%create(60, 15, 10) + + !> Export the geometry to a VTK file for visualization. + call shape%export_Xg('vtk/shape_ring_3d_Xg.vtk') + + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call shape%show('vtk/shape_ring_3d_Xc.vtk','vtk/shape_ring_3d_Xg.vtk') + + !> Finalize and clean up the shape object. + call shape%finalize() + +end program diff --git a/example/shape_tetragon.f90 b/example/shape_tetragon.f90 index c78ecceeb..23c6a9bee 100644 --- a/example/shape_tetragon.f90 +++ b/example/shape_tetragon.f90 @@ -5,8 +5,6 @@ program shape_tetragon implicit none type(nurbs_surface) :: shape !! Declare a NURBS surface object - real(rk), allocatable :: Xc(:,:), Wc(:) !! Arrays for control points and weights - real(rk), allocatable :: knot1(:), knot2(:) !! Arrays for knot vectors in both dimensions !----------------------------------------------------------------------------- ! Setting up the NURBS tetrangon @@ -29,6 +27,14 @@ program shape_tetragon !> Export the generated surface to a VTK file call shape%export_Xg('vtk/shape_tetragon_Xg.vtk') + !----------------------------------------------------------------------------- + ! Visualization using PyVista + ! Note: PyVista is required for visualization. Install it using `pip install pyvista` + !----------------------------------------------------------------------------- + + !> Show the control geometry and geometry using PyVista + call shape%show('vtk/shape_tetragon_Xc.vtk','vtk/shape_tetragon_Xg.vtk') + !----------------------------------------------------------------------------- ! Finalizing !----------------------------------------------------------------------------- diff --git a/ford.yml b/ford.yml deleted file mode 100644 index 8533bff19..000000000 --- a/ford.yml +++ /dev/null @@ -1,23 +0,0 @@ -project: ForCAD -version: 0.3.0 -year: 2024 -project_github: https://github.com/gha3mi/forcad -author: Seyed Ali Ghasemi -email: info@gha3mi.com -github: https://github.com/gha3mi -license: BSD 3-Clause -src_dir: ./src - ./example -output_dir: ./doc -source: true -incl_src: true -graph: true -coloured_edges: true -search: true -print_creation_date: true -sort: permission-alpha -display: public - private - protected - -{!README.md!} \ No newline at end of file diff --git a/fpm.toml b/fpm.toml index 56e9eeed5..6081e7371 100644 --- a/fpm.toml +++ b/fpm.toml @@ -1,9 +1,9 @@ name = "forcad" -version = "0.3.0" +version = "0.8.0" license = "BSD 3-Clause License" author = "Seyed Ali Ghasemi" maintainer = "info@gha3mi.com" -copyright = "Copyright 2024, Seyed Ali Ghasemi" +copyright = "Copyright 2025, Seyed Ali Ghasemi" categories = ["graphics"] keywords = ["Fortran", "CAD","NURBS", "b-spline","bezier","rational bezier","geometry"] @@ -21,6 +21,13 @@ implicit-typing = false implicit-external = false source-form = "free" +[dependencies] +openmp = "*" +forIGES = {git="https://github.com/rweed/forIGES.git"} + +[dev-dependencies] +forunittest = {git="https://github.com/gha3mi/forunittest"} + [[example]] name = "demo_curve" source-dir = "example" @@ -36,6 +43,11 @@ name = "demo_volume" source-dir = "example" main = "demo_volume.f90" +[[example]] +name = "logo" +source-dir = "logo" +main = "logo.f90" + [[example]] name = "example_curve_1" source-dir = "example" @@ -61,12 +73,143 @@ name = "shape_circle" source-dir = "example" main = "shape_circle.f90" +[[example]] +name = "shape_half_circle" +source-dir = "example" +main = "shape_half_circle.f90" + +[[example]] +name = "shape_C_1d" +source-dir = "example" +main = "shape_C_1d.f90" + +[[example]] +name = "shape_C_2d" +source-dir = "example" +main = "shape_C_2d.f90" + +[[example]] +name = "shape_C_3d" +source-dir = "example" +main = "shape_C_3d.f90" + [[example]] name = "shape_tetragon" source-dir = "example" main = "shape_tetragon.f90" +[[example]] +name = "shape_ring_2d" +source-dir = "example" +main = "shape_ring_2d.f90" + +[[example]] +name = "shape_ring_3d" +source-dir = "example" +main = "shape_ring_3d.f90" + +[[example]] +name = "shape_half_ring_2d" +source-dir = "example" +main = "shape_half_ring_2d.f90" + +[[example]] +name = "shape_half_ring_3d" +source-dir = "example" +main = "shape_half_ring_3d.f90" + [[example]] name = "put_to_nurbs" source-dir = "example" -main = "put_to_nurbs.f90" \ No newline at end of file +main = "put_to_nurbs.f90" + +[[example]] +name = "example_ppm1" +source-dir = "example" +main = "example_ppm1.f90" +[example.dependencies] +forimage = {git="https://github.com/gha3mi/forimage.git"} +forcolormap = {git="https://github.com/vmagnin/forcolormap.git"} +fortime = {git="https://github.com/gha3mi/fortime.git"} + +[[example]] +name = "example_ppm2" +source-dir = "example" +main = "example_ppm2.f90" +[example.dependencies] +forimage = {git="https://github.com/gha3mi/forimage.git"} +forcolormap = {git="https://github.com/vmagnin/forcolormap.git"} +fortime = {git="https://github.com/gha3mi/fortime.git"} + +[[example]] +name = "example_ppm3" +source-dir = "example" +main = "example_ppm3.f90" +[example.dependencies] +forimage = {git="https://github.com/gha3mi/forimage.git"} +forcolormap = {git="https://github.com/vmagnin/forcolormap.git"} +fortime = {git="https://github.com/gha3mi/fortime.git"} + +[[example]] +name = "nearest_point_1d" +source-dir = "example" +main = "nearest_point_1d.f90" + +[[example]] +name = "nearest_point_2d" +source-dir = "example" +main = "nearest_point_2d.f90" + +[[example]] +name = "nearest_point_3d" +source-dir = "example" +main = "nearest_point_3d.f90" + +[[example]] +name = "nearest_point_2d_bench" +source-dir = "example" +main = "nearest_point_2d_bench.f90" +[example.dependencies] +fortime = {git="https://github.com/gha3mi/fortime.git"} + +[[example]] +name = "cmp_length" +source-dir = "example" +main = "cmp_length.f90" + +[[example]] +name = "cmp_area" +source-dir = "example" +main = "cmp_area.f90" + +[[example]] +name = "cmp_volume" +source-dir = "example" +main = "cmp_volume.f90" + + +[extra.ford] +project = "ForCAD" +version = "0.8.0" +year = "2023-2025" +summary = '

ForCAD

' +project_github = "https://github.com/gha3mi/forcad" +author = "Seyed Ali Ghasemi" +email = "info@gha3mi.com" +github = "https://github.com/gha3mi" +license = "BSD 3-Clause" +src_dir = ["src", "example", "test"] +output_dir = "doc" +source = true +incl_src = true +graph = true +coloured_edges = true +search = true +print_creation_date = true +sort = "permission-alpha" +display = ["public", "private", "protected"] +favicon = "logo/logo.png" + + +[extra.fortitude.check] +ignore = ["S001", "S061", "C003", "C121"] \ No newline at end of file diff --git a/iges/nurbs_curve.iges b/iges/nurbs_curve.iges new file mode 100644 index 000000000..a1e705c8c --- /dev/null +++ b/iges/nurbs_curve.iges @@ -0,0 +1,13 @@ +ForCAD S 1 +1H,,1H;,16Higes/nurbs_curve,21Higes/nurbs_curve.iges,13HforIGES V0.1, G 1 +7HUnknown,32,38,6,380,15,16Higes/nurbs_curve,1.000000000,1,4HINCH, G 2 +1.000000000,0.2000000000E-1,15H20250531.015224,0.1000000000E-5, G 3 +0.000000000,7HforIGES,7HforIGES,11,0,15H20250531.015224,; G 4 + 126 1 0 0 0 0 0 0 D 1 + 126 0 0 5 0 D 2 +126,2,2,0,0,1,0,0.000000000,0.000000000,0.000000000,1.000000000, 1P 1 +1.000000000,1.000000000,1.000000000,2.000000000,0.3000000000, 1P 2 +0.000000000,0.000000000,0.000000000,0.000000000,5.000000000, 1P 3 +0.000000000,5.000000000,5.000000000,0.000000000,0.000000000, 1P 4 +1.000000000,0.000000000,0.000000000,0.000000000; 1P 5 +S 1G 4D 2P 5 T 1 diff --git a/iges/nurbs_curve2.iges b/iges/nurbs_curve2.iges new file mode 100644 index 000000000..d0dfc415b --- /dev/null +++ b/iges/nurbs_curve2.iges @@ -0,0 +1,16 @@ +ForCAD S 1 +1H,,1H;,17Higes/nurbs_curve2,22Higes/nurbs_curve2.iges,13HforIGES V0.1, G 1 +7HUnknown,32,38,6,380,15,17Higes/nurbs_curve2,1.000000000,1,4HINCH, G 2 +1.000000000,0.2000000000E-1,15H20250531.015227,0.1000000000E-5, G 3 +0.000000000,7HforIGES,7HforIGES,11,0,15H20250531.015227,; G 4 + 126 1 0 0 0 0 0 0 D 1 + 126 0 0 8 0 D 2 +126,4,4,0,0,1,0,0.000000000,0.000000000,0.000000000,0.000000000, 1P 1 +0.000000000,0.2500000000,0.2500000000,0.7500000000,0.7500000000, 1P 2 +1.000000000,1.000000000,1.125000000,1.221875000,1.428125000, 1P 3 +1.381250000,0.000000000,0.000000000,0.000000000,0.000000000, 1P 4 +1.111111111,0.000000000,0.1278772379E-1,1.888320546,0.000000000, 1P 5 +0.7658643326E-1,3.431801605,0.000000000,0.2488687783, 1P 6 +4.170437406,0.000000000,0.000000000,1.000000000,0.000000000, 1P 7 +0.000000000,0.000000000; 1P 8 +S 1G 4D 2P 8 T 1 diff --git a/iges/nurbs_curve3.iges b/iges/nurbs_curve3.iges new file mode 100644 index 000000000..34a875f80 --- /dev/null +++ b/iges/nurbs_curve3.iges @@ -0,0 +1,16 @@ +ForCAD S 1 +1H,,1H;,17Higes/nurbs_curve3,22Higes/nurbs_curve3.iges,13HforIGES V0.1, G 1 +7HUnknown,32,38,6,380,15,17Higes/nurbs_curve3,1.000000000,1,4HINCH, G 2 +1.000000000,0.2000000000E-1,15H20250531.015228,0.1000000000E-5, G 3 +0.000000000,7HforIGES,7HforIGES,11,0,15H20250531.015228,; G 4 + 126 1 0 0 0 0 0 0 D 1 + 126 0 0 8 0 D 2 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V0.1,7HUnknown,32,38,6,380,15,19Higes/test_bsp_curve, G 2 +1.000000000,1,4HINCH,1.000000000,0.2000000000E-1,15H20250531.152628, G 3 +0.1000000000E-5,0.000000000,7HforIGES,7HforIGES,11,0,15H20250531.152628,G 4 +; G 5 + 126 1 0 0 0 0 0 0 D 1 + 126 0 0 8 0 D 2 +126,4,4,0,0,0,0,0.000000000,0.000000000,0.000000000,0.000000000, 1P 1 +0.000000000,0.2500000000,0.2500000000,0.7500000000,0.7500000000, 1P 2 +1.000000000,1.000000000,1.000000000,1.000000000,1.000000000, 1P 3 +1.000000000,0.000000000,0.000000000,0.000000000,0.1250000000, 1P 4 +0.000000000,0.000000000,0.2500000000,0.000000000,0.000000000, 1P 5 +0.6250000000,0.000000000,0.000000000,1.000000000,0.000000000, 1P 6 +0.000000000,0.000000000,1.000000000,0.000000000,0.000000000, 1P 7 +0.000000000; 1P 8 +S 1G 5D 2P 8 T 1 diff --git a/iges/test_bsp_surface.iges b/iges/test_bsp_surface.iges new file mode 100644 index 000000000..a195fe70c --- /dev/null +++ b/iges/test_bsp_surface.iges @@ -0,0 +1,27 @@ +ForCAD S 1 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G 3 +0.1000000000E-5,0.000000000,7HforIGES,7HforIGES,11,0,15H20250531.152628,G 4 +; G 5 + 126 1 0 0 0 0 0 0 D 1 + 126 0 0 8 0 D 2 +126,4,4,0,0,1,0,0.000000000,0.000000000,0.000000000,0.000000000, 1P 1 +0.000000000,0.2500000000,0.2500000000,0.7500000000,0.7500000000, 1P 2 +1.000000000,1.000000000,0.9875000000,0.9750000000,0.9375000000, 1P 3 +0.9000000000,0.000000000,0.000000000,0.000000000,0.1139240506, 1P 4 +0.000000000,0.000000000,0.2286324786,0.000000000,0.000000000, 1P 5 +0.5844444444,0.000000000,0.000000000,0.9490740741,0.000000000, 1P 6 +0.000000000,0.000000000,1.000000000,0.000000000,0.000000000, 1P 7 +0.000000000; 1P 8 +S 1G 5D 2P 8 T 1 diff --git a/iges/test_nurbs_surface.iges b/iges/test_nurbs_surface.iges new file mode 100644 index 000000000..a2ba1b627 --- /dev/null +++ b/iges/test_nurbs_surface.iges @@ -0,0 +1,27 @@ +ForCAD S 1 +1H,,1H;,23Higes/test_nurbs_surface,27Higes/test_nurbs_surface.iges, G 1 +13HforIGES V0.1,7HUnknown,32,38,6,380,15,23Higes/test_nurbs_surface, G 2 +1.000000000,1,4HINCH,1.000000000,0.2000000000E-1,15H20250531.152628, G 3 +0.1000000000E-5,0.000000000,7HforIGES,7HforIGES,11,0,15H20250531.152628,G 4 +; G 5 + 128 1 0 0 0 0 0 0 D 1 + 128 0 0 18 0 D 2 +128,3,3,3,3,0,0,1,0,0,0.000000000,0.000000000,0.000000000, 1P 1 +0.000000000,0.2500000000,0.7500000000,0.7500000000,1.000000000, 1P 2 +0.000000000,0.000000000,0.000000000,0.000000000,0.2500000000, 1P 3 +0.7500000000,0.7500000000,1.000000000,1.000000000,0.9916666667, 1P 4 +0.9666666667,0.9416666667,1.000000000,0.9923611111,0.9694444444, 1P 5 +0.9465277778,1.000000000,0.9944444444,0.9777777778,0.9611111111, 1P 6 +1.000000000,0.9965277778,0.9861111111,0.9756944444,0.000000000, 1P 7 +0.000000000,0.000000000,0.3781512605,0.000000000,0.000000000, 1P 8 +1.551724138,0.000000000,0.000000000,2.787610619,0.000000000, 1P 9 +0.000000000,0.000000000,0.4166666667,0.000000000,0.3813855843, 1P 10 +0.4198740378,0.000000000,1.561604585,0.4297994269,0.000000000, 1P 11 +2.798972854,0.4402054292,0.000000000,0.000000000,1.666666667, 1P 12 +0.000000000,0.3910614525,1.675977654,0.000000000,1.590909091, 1P 13 +1.704545455,0.000000000,2.832369942,1.734104046,0.000000000, 1P 14 +0.000000000,2.916666667,0.000000000,0.4006968641,2.926829268, 1P 15 +0.000000000,1.619718310,2.957746479,0.000000000,2.864768683, 1P 16 +2.989323843,0.000000000,0.000000000,1.000000000,0.000000000, 1P 17 +1.000000000; 1P 18 +S 1G 5D 2P 18 T 1 diff --git a/logo/logo.f90 b/logo/logo.f90 new file mode 100644 index 000000000..461dd5e93 --- /dev/null +++ b/logo/logo.f90 @@ -0,0 +1,116 @@ +program logo + + use forcad, only: rk, nurbs_volume + + implicit none + type(nurbs_volume) :: shape + + !> F + call shape%set_hexahedron(L=[1.0_rk, 1.0_rk, 7.0_rk], nc=[2,2,2]) + call shape%export_Xc('vtk/logo_Xc_1.vtk') + call shape%create(3*3, 3*3, 21*3) + call shape%export_Xg('vtk/logo_Xg_1.vtk') + call shape%finalize() + + call shape%set_hexahedron(L=[2.0_rk, 1.0_rk, 1.0_rk], nc=[2,2,2]) + call shape%translate_Xc([1.0_rk, 0.0_rk, 6.0_rk]) + call shape%export_Xc('vtk/logo_Xc_2.vtk') + call shape%create(6*3, 3*3, 3*3) + call shape%export_Xg('vtk/logo_Xg_2.vtk') + call shape%finalize() + + call shape%set_hexahedron(L=[1.0_rk, 1.0_rk, 1.0_rk], nc=[2,2,2]) + call shape%translate_Xc([1.0_rk, 0.0_rk, 3.0_rk]) + call shape%export_Xc('vtk/logo_Xc_3.vtk') + call shape%create(3*3, 3*3, 3*3) + call shape%export_Xg('vtk/logo_Xg_3.vtk') + call shape%finalize() + + !> o + call shape%set_ring([0.0_rk, 0.0_rk, 0.0_rk], 1.0_rk, 2.0_rk, 1.0_rk) + call shape%rotate_Xc(90.0_rk, 0.0_rk, 0.0_rk) + call shape%translate_Xc([5.0_rk, 1.0_rk, 2.0_rk]) + call shape%export_Xc('vtk/logo_Xc_4.vtk') + call shape%create(60, 15, 10) + call shape%export_Xg('vtk/logo_Xg_4.vtk') + call shape%finalize() + + !> r + call shape%set_hexahedron(L=[1.0_rk, 1.0_rk, 4.0_rk], nc=[2,2,2]) + call shape%translate_Xc([8.0_rk, 0.0_rk, 0.0_rk]) + call shape%export_Xc('vtk/logo_Xc_5.vtk') + call shape%create(3*3, 3*3, 6*3) + call shape%export_Xg('vtk/logo_Xg_5.vtk') + call shape%finalize() + + call shape%set_hexahedron(L=[1.0_rk, 1.0_rk, 4.0_rk], nc=[2,2,4]) + call shape%modify_Xc(1.8_rk,13,1) + call shape%modify_Xc(2.8_rk,14,1) + call shape%modify_Xc(1.8_rk,15,1) + call shape%modify_Xc(2.8_rk,16,1) + call shape%modify_Xc(3.55_rk,13,3) + call shape%modify_Xc(3.55_rk,15,3) + + call shape%translate_Xc([8.0_rk, 0.0_rk, 0.0_rk]) + call shape%export_Xc('vtk/logo_Xc_6.vtk') + call shape%create(3*3, 3*3, 6*3) + call shape%export_Xg('vtk/logo_Xg_6.vtk') + call shape%finalize() + + !> C + call shape%set_half_ring([0.0_rk, 0.0_rk, 0.0_rk], 5.0_rk, 7.0_rk, 1.0_rk) + call shape%rotate_Xc(90.0_rk, -90.0_rk, 0.0_rk) + call shape%translate_Xc([15.0_rk, 1.0_rk, 3.5_rk]) + call shape%export_Xc('vtk/logo_Xc_7.vtk') + call shape%create(15*3, 3*3, 6*3) + call shape%export_Xg('vtk/logo_Xg_7.vtk') + call shape%finalize() + + + !> A + call shape%set_hexahedron(L=[1.0_rk, 1.0_rk, 7.0_rk], nc=[2,2,2]) + call shape%translate_Xc([16.0_rk, 0.0_rk, 0.0_rk]) + call shape%modify_Xc(17.0_rk,5,1) + call shape%modify_Xc(18.0_rk,6,1) + call shape%modify_Xc(17.0_rk,7,1) + call shape%modify_Xc(18.0_rk,8,1) + call shape%export_Xc('vtk/logo_Xc_8.vtk') + call shape%create(3*3, 3*3, 21*3) + call shape%export_Xg('vtk/logo_Xg_8.vtk') + call shape%finalize() + + call shape%set_hexahedron(L=[1.0_rk, 1.0_rk, 7.0_rk], nc=[2,2,2]) + call shape%translate_Xc([17.0_rk, 0.0_rk, 0.0_rk]) + call shape%modify_Xc(19.0_rk,1,1) + call shape%modify_Xc(20.0_rk,2,1) + call shape%modify_Xc(19.0_rk,3,1) + call shape%modify_Xc(20.0_rk,4,1) + call shape%export_Xc('vtk/logo_Xc_9.vtk') + call shape%create(3*3, 3*3, 21*3) + call shape%export_Xg('vtk/logo_Xg_9.vtk') + call shape%finalize() + + call shape%set_hexahedron(L=[1.5_rk, 1.0_rk, 1.0_rk], nc=[2,2,2]) + call shape%translate_Xc([17.0_rk, 0.0_rk, 3.0_rk]) + call shape%export_Xc('vtk/logo_Xc_10.vtk') + call shape%create(3*3, 3*3, 3*3) + call shape%export_Xg('vtk/logo_Xg_10.vtk') + call shape%finalize() + + !> D + call shape%set_hexahedron(L=[1.0_rk, 1.0_rk, 7.0_rk], nc=[2,2,2]) + call shape%translate_Xc([21.0_rk, 0.0_rk, 0.0_rk]) + call shape%export_Xc('vtk/logo_Xc_11.vtk') + call shape%create(3*3, 3*3, 21*3) + call shape%export_Xg('vtk/logo_Xg_11.vtk') + call shape%finalize() + + call shape%set_half_ring([0.0_rk, 0.0_rk, 0.0_rk], 5.0_rk, 7.0_rk, 1.0_rk) + call shape%rotate_Xc(90.0_rk, 90.0_rk, 0.0_rk) + call shape%translate_Xc([22.0_rk, 1.0_rk, 3.5_rk]) + call shape%export_Xc('vtk/logo_Xc_12.vtk') + call shape%create(15*3, 3*3, 6*3) + call shape%export_Xg('vtk/logo_Xg_12.vtk') + call shape%finalize() + +end program diff --git a/logo/logo.png b/logo/logo.png new file mode 100644 index 000000000..f440052c8 Binary files /dev/null and b/logo/logo.png differ diff --git a/package-lock.json b/package-lock.json new file mode 100644 index 000000000..bb35c3522 --- /dev/null +++ b/package-lock.json @@ -0,0 +1,6638 @@ +{ + "name": "forcad", + "lockfileVersion": 3, + 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license: BSD 3-Clause module forcad + use forcad_kinds use forcad_utils use forcad_nurbs_curve use forcad_nurbs_surface use forcad_nurbs_volume + implicit none + private public rk, nurbs_curve, nurbs_surface, nurbs_volume diff --git a/src/forcad_kinds.F90 b/src/forcad_kinds.F90 new file mode 100644 index 000000000..f9faf263a --- /dev/null +++ b/src/forcad_kinds.F90 @@ -0,0 +1,18 @@ +!> author: Seyed Ali Ghasemi +!> license: BSD 3-Clause +module forcad_kinds + implicit none + private + public rk +#ifdef REAL32 + integer, parameter :: rk = selected_real_kind(6) +#elif REAL64 + integer, parameter :: rk = selected_real_kind(15) +#elif REALXDP + integer, parameter :: rk = selected_real_kind(18) +#elif REAL128 + integer, parameter :: rk = selected_real_kind(33) +#else + integer, parameter :: rk = selected_real_kind(15) +#endif +end module diff --git a/src/forcad_nurbs_curve.f90 b/src/forcad_nurbs_curve.f90 index baba3a145..98d1cda79 100644 --- a/src/forcad_nurbs_curve.f90 +++ b/src/forcad_nurbs_curve.f90 @@ -3,9 +3,10 @@ !> This module defines the 'nurbs_curve' type for representing a Non-Uniform Rational B-Spline (NURBS) curve. module forcad_nurbs_curve - use forcad_utils, only: rk, basis_bspline, elemConn_C0, compute_multiplicity, compute_knot_vector, basis_bspline_der,& + use forcad_kinds, only: rk + use forcad_utils, only: basis_bspline, elemConn_C0, ndgrid, compute_multiplicity, compute_knot_vector, basis_bspline_der,& insert_knot_A_5_1, findspan, elevate_degree_A_5_9, remove_knots_A_5_8, & - elemConn_Cn, unique, rotation + elemConn_Cn, unique, rotation, dyad, gauss_leg, export_vtk_legacy, basis_bspline_2der implicit none @@ -29,18 +30,30 @@ module forcad_nurbs_curve integer, allocatable, private :: elemConn(:,:) !! IGA element connectivity contains procedure :: set1 !!> Set knot vector, control points and weights for the NURBS curve object + procedure :: set1a procedure :: set2 !!> Set NURBS curve using nodes of parameter space, degree, continuity, control points and weights procedure :: set3 !!> Set Bezier or Rational Bezier curve using control points and weights - generic :: set => set1, set2, set3 !!> Set NURBS curve + procedure :: set4 !!> Set NURBS curve using degree, number of control points, control points and weights + generic :: set => set1, set1a, set2, set3, set4 !!> Set NURBS curve procedure :: create !!> Generate geometry points - procedure :: get_Xc !!> Get control points - procedure :: get_Xg !!> Get geometry points - procedure :: get_Wc !!> Get weights + procedure :: cmp_Xg !!> Compute geometry points + procedure, private :: get_Xc_all !!> Get all control points + procedure, private :: get_Xci !!> Get i-th control point + procedure, private :: get_Xcid !!> Get i-th control point in a specific direction + generic :: get_Xc => get_Xc_all, get_Xci, get_Xcid !!> Get control points + procedure, private :: get_Xg_all !!> Get all geometry points + procedure, private :: get_Xgi !!> Get i-th geometry point + procedure, private :: get_Xgid !!> Get i-th geometry point in a specific direction + generic :: get_Xg => get_Xg_all, get_Xgi, get_Xgid !!> Get geometry points + procedure, private :: get_Wc_all !!> Get all weights + procedure, private :: get_Wci !!> Get i-th weight + generic :: get_Wc => get_Wc_all, get_Wci !!> Get weights procedure :: get_Xt !!> Get parameter values procedure, private :: get_knot_all !!> Get all knot vectors procedure, private :: get_knoti !!> Get i-th knot value generic :: get_knot => get_knoti, get_knot_all !!> Get knot vector procedure :: get_ng !!> Get number of geometry points + procedure :: cmp_degree !!> Compute degree of the NURBS curve procedure :: get_degree !!> Get degree of the NURBS curve procedure :: finalize !!> Finalize the NURBS curve object procedure :: cmp_elem_Xc_vis !!> Generate connectivity for control points @@ -54,27 +67,73 @@ module forcad_nurbs_curve procedure :: set_elem !!> Set IGA element connectivity procedure :: export_Xc !!> Export control points to VTK file procedure :: export_Xg !!> Export geometry points to VTK file + procedure :: export_Xth !!> Export parameter space to VTK file + procedure :: export_iges !!> Export the NURBS curve to an IGES file procedure :: modify_Xc !!> Modify control points procedure :: modify_Wc !!> Modify weights - procedure :: get_multiplicity !!> Get multiplicity of the knot vector - procedure :: get_continuity !!> Get continuity of the curve - procedure :: get_nc !!> Get number of required control points + procedure :: get_multiplicity !!> Compute and return the multiplicity of the knots + procedure :: get_continuity !!> Compute and return the continuity of the curve + procedure :: cmp_nc !!> Compute number of required control points + procedure :: get_nc !!> Get number of control points procedure :: insert_knots !!> Insert knots into the knot vector procedure :: elevate_degree !!> Elevate the degree of the curve - procedure :: derivative !!> Compute the derivative of the NURBS curve - procedure :: basis !!> Compute the basis functions of the NURBS curve + procedure, private :: basis_vector !!> Compute the basis functions of the NURBS curve + procedure, private :: basis_scalar !!> Compute the basis functions of the NURBS curve + generic :: basis => basis_vector, basis_scalar !!> Compute the basis functions of the NURBS curve + procedure, private :: derivative_vector !!> Compute the derivative of the NURBS curve + procedure, private :: derivative_scalar !!> Compute the derivative of the NURBS curve + generic :: derivative => derivative_vector, derivative_scalar !!> Compute the derivative of the NURBS curve + procedure, private :: derivative2_vector !!> Compute the second derivative of the NURBS curve + procedure, private :: derivative2_scalar !!> Compute the second derivative of the NURBS curve + generic :: derivative2 => derivative2_vector, derivative2_scalar !!> Compute the second derivative of the NURBS curve procedure :: is_rational !!> Check if the NURBS curve is rational procedure :: remove_knots !!> Remove knots from the knot vector procedure :: rotate_Xc !!> Rotate control points procedure :: rotate_Xg !!> Rotate geometry points procedure :: translate_Xc !!> Translate control points procedure :: translate_Xg !!> Translate geometry points + procedure :: show !!> Show the NURBS object using PyVista + procedure :: nearest_point !!> Find the nearest point on the NURBS curve (Approximation) + procedure :: nearest_point2 !!> Find the nearest point on the NURBS curve (Minimization - Newton's method) + procedure :: ansatz !!> Compute the shape functions, derivative of shape functions and dL + procedure :: cmp_length !!> Compute the length of the NURBS curve ! Shapes procedure :: set_circle !!> Set a circle + procedure :: set_half_circle !!> Set a half circle + procedure :: set_C !!> Set a C-shape end type !=============================================================================== + interface compute_Xg + module procedure compute_Xg_nurbs_1d + module procedure compute_Xg_bspline_1d + module procedure compute_Xg_nurbs_1d_1point + module procedure compute_Xg_bspline_1d_1point + end interface + + interface compute_Tgc + module procedure compute_Tgc_nurbs_1d_vector + module procedure compute_Tgc_bspline_1d_vector + module procedure compute_Tgc_nurbs_1d_scalar + module procedure compute_Tgc_bspline_1d_scalar + end interface + + interface compute_dTgc + module procedure compute_dTgc_nurbs_1d_vector + module procedure compute_dTgc_bspline_1d_vector + module procedure compute_dTgc_nurbs_1d_scalar + module procedure compute_dTgc_bspline_1d_scalar + end interface + + interface compute_d2Tgc + module procedure compute_d2Tgc_nurbs_1d_vector + module procedure compute_d2Tgc_bspline_1d_vector + module procedure compute_d2Tgc_nurbs_1d_scalar + module procedure compute_d2Tgc_bspline_1d_scalar + end interface + + contains !=============================================================================== @@ -91,7 +150,7 @@ pure subroutine set1(this, knot, Xc, Wc) if (allocated(this%Xc)) deallocate(this%Xc) this%knot = knot - this%degree = this%get_degree() + call this%cmp_degree() this%Xc = Xc this%nc = size(this%Xc, 1) if (present(Wc)) then @@ -106,6 +165,36 @@ pure subroutine set1(this, knot, Xc, Wc) !=============================================================================== + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + !> Set knot vector, control points and weights for the NURBS curve object. + pure subroutine set1a(this, knot, Xc, Wc) + class(nurbs_curve), intent(inout) :: this + real(rk), intent(in), contiguous :: knot(:) + real(rk), intent(in), contiguous :: Xc(:) + real(rk), intent(in), contiguous, optional :: Wc(:) + + if (allocated(this%knot)) deallocate(this%knot) + if (allocated(this%Xc)) deallocate(this%Xc) + + this%knot = knot + call this%cmp_degree() + allocate(this%Xc(size(Xc), 3), source = 0.0_rk) + this%Xc(:,1) = Xc + this%nc = size(this%Xc, 1) + if (present(Wc)) then + if (size(Wc) /= this%nc) then + error stop 'Number of weights does not match the number of control points.' + else + if (allocated(this%Wc)) deallocate(this%Wc) + this%Wc = Wc + end if + end if + end subroutine + !=============================================================================== + + !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause @@ -152,11 +241,12 @@ pure subroutine set3(this, Xc, Wc) this%Xc = Xc this%nc = size(this%Xc, 1) + if (allocated(this%knot)) deallocate(this%knot) allocate(this%knot(2*this%nc)) this%knot(1:this%nc) = 0.0_rk this%knot(this%nc+1:2*this%nc) = 1.0_rk - this%degree = this%get_degree() + call this%cmp_degree() if (present(Wc)) then if (size(Wc) /= this%nc) then error stop 'Number of weights does not match the number of control points.' @@ -169,6 +259,44 @@ pure subroutine set3(this, Xc, Wc) !=============================================================================== + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine set4(this, degree, nc, Xc, Wc) + class(nurbs_curve), intent(inout) :: this + integer, intent(in) :: degree + integer, intent(in) :: nc + real(rk), intent(in), contiguous :: Xc(:,:) + real(rk), intent(in), contiguous, optional :: Wc(:) + integer :: m, i + + if (allocated(this%Xc)) deallocate(this%Xc) + + this%Xc = Xc + this%nc = nc + this%degree = degree + + ! Size of knot vectors + m = nc + degree + 1 + + if (allocated(this%knot)) deallocate(this%knot) + allocate(this%knot(m)) + this%knot(1:degree+1) = 0.0_rk + this%knot(degree+2:m-degree-1) = [(real(i, rk)/(m-2*degree-1), i=1, m-2*degree-2)] + this%knot(m-degree:m) = 1.0_rk + + if (present(Wc)) then + if (size(Wc) /= nc) then + error stop 'Number of weights does not match the number of control points.' + else + if (allocated(this%Wc)) deallocate(this%Wc) + this%Wc = Wc + end if + end if + end subroutine + !=============================================================================== + + !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause @@ -176,14 +304,17 @@ pure subroutine create(this, res, Xt) class(nurbs_curve), intent(inout) :: this integer, intent(in), optional :: res real(rk), intent(in), contiguous, optional :: Xt(:) - real(rk), allocatable :: Tgc(:) - integer :: i, j + integer :: i ! check if (.not.allocated(this%Xc)) then error stop 'Control points are not set.' end if + if (.not.allocated(this%knot)) then + error stop 'Knot vector is not set.' + end if + ! Set parameter values if (present(Xt)) then if (allocated(this%Xt)) deallocate(this%Xt) @@ -191,7 +322,7 @@ pure subroutine create(this, res, Xt) elseif (present(res)) then if (allocated(this%Xt)) deallocate(this%Xt) allocate(this%Xt(res)) - this%Xt = [(real(i-1, rk) / real(res-1, rk), i=1, res)] + this%Xt = [(this%knot(1)+(this%knot(size(this%knot))-this%knot(1))*real(i-1,rk)/real(res-1,rk), i=1, res)] ! else ! this%Xt = this%Xt end if @@ -201,23 +332,13 @@ pure subroutine create(this, res, Xt) ! Allocate memory for geometry points if (allocated(this%Xg)) deallocate(this%Xg) - allocate(this%Xg(this%ng, size(this%Xc,2))) if (this%is_rational()) then ! NURBS - do i = 1, size(this%Xt, 1) - Tgc = basis_bspline(this%Xt(i), this%knot, this%nc, this%degree) - Tgc = Tgc*(this%Wc/(dot_product(Tgc,this%Wc))) - do j = 1, size(this%Xc, 2) - this%Xg(i,j) = dot_product(Tgc,this%Xc(:,j)) - end do - end do + this%Xg = compute_Xg(& + this%Xt, this%knot, this%degree, this%nc, this%ng, this%Xc, this%Wc) else ! B-Spline - do i = 1, size(this%Xt, 1) - Tgc = basis_bspline(this%Xt(i), this%knot, this%nc, this%degree) - do j = 1, size(this%Xc, 2) - this%Xg(i,j) = dot_product(Tgc,this%Xc(:,j)) - end do - end do + this%Xg = compute_Xg(& + this%Xt, this%knot, this%degree, this%nc, this%ng, this%Xc) end if end subroutine !=============================================================================== @@ -226,7 +347,33 @@ pure subroutine create(this, res, Xt) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure function get_Xc(this) result(Xc) + pure function cmp_Xg(this, Xt) result(Xg) + class(nurbs_curve), intent(in) :: this + real(rk), intent(in) :: Xt + real(rk), allocatable :: Xg(:) + + ! check + if (.not.allocated(this%Xc)) then + error stop 'Control points are not set.' + end if + + if (.not.allocated(this%knot)) then + error stop 'Knot vector is not set.' + end if + + if (this%is_rational()) then ! NURBS + Xg = compute_Xg(Xt, this%knot, this%degree, this%nc, this%Xc, this%Wc) + else ! B-Spline + Xg = compute_Xg(Xt, this%knot, this%degree, this%nc, this%Xc) + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Xc_all(this) result(Xc) class(nurbs_curve), intent(in) :: this real(rk), allocatable :: Xc(:,:) @@ -242,7 +389,51 @@ pure function get_Xc(this) result(Xc) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure function get_Xg(this) result(Xg) + pure function get_Xci(this, n) result(Xc) + class(nurbs_curve), intent(in) :: this + integer, intent(in) :: n + real(rk), allocatable :: Xc(:) + + if (allocated(this%Xc)) then + if (nubound(this%Xc,1)) then + error stop 'Invalid index for control points.' + end if + Xc = this%Xc(n,:) + else + error stop 'Control points are not set.' + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Xcid(this, n, dir) result(Xc) + class(nurbs_curve), intent(in) :: this + integer, intent(in) :: n + integer, intent(in) :: dir + real(rk) :: Xc + + if (allocated(this%Xc)) then + if (nubound(this%Xc,1)) then + error stop 'Invalid index for control points.' + end if + if (dirubound(this%Xc,2)) then + error stop 'Invalid index for control points.' + end if + Xc = this%Xc(n, dir) + else + error stop 'Control points are not set.' + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Xg_all(this) result(Xg) class(nurbs_curve), intent(in) :: this real(rk), allocatable :: Xg(:,:) @@ -258,14 +449,78 @@ pure function get_Xg(this) result(Xg) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure function get_Wc(this) result(Wc) + pure function get_Xgi(this, n) result(Xg) + class(nurbs_curve), intent(in) :: this + integer, intent(in) :: n + real(rk), allocatable :: Xg(:) + + if (allocated(this%Xg)) then + if (nubound(this%Xg,1)) then + error stop 'Invalid index for geometry points.' + end if + Xg = this%Xg(n,:) + else + error stop 'Control points are not set.' + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Xgid(this, n, dir) result(Xg) + class(nurbs_curve), intent(in) :: this + integer, intent(in) :: n + integer, intent(in) :: dir + real(rk) :: Xg + + if (allocated(this%Xg)) then + if (nubound(this%Xg,1)) then + error stop 'Invalid index for geometry points.' + end if + if (dirubound(this%Xg,2)) then + error stop 'Invalid index for geometry points.' + end if + Xg = this%Xg(n, dir) + else + error stop 'Control points are not set.' + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Wc_all(this) result(Wc) class(nurbs_curve), intent(in) :: this real(rk), allocatable :: Wc(:) if (allocated(this%Wc)) then Wc = this%Wc else - error stop 'The NURBS curve is not rational.' + error stop 'The NURBS curve is not rational or weights are not set.' + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Wci(this, n) result(Wc) + class(nurbs_curve), intent(in) :: this + integer, intent(in) :: n + real(rk) :: Wc + + if (allocated(this%Wc)) then + if (nubound(this%Wc,1)) then + error stop 'Invalid index for weights.' + end if + Wc = this%Wc(n) + else + error stop 'The NURBS curve is not rational or weights are not set.' end if end function !=============================================================================== @@ -302,14 +557,25 @@ pure function get_ng(this) result(ng) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure function get_degree(this) result(degree) - class(nurbs_curve), intent(in) :: this - integer :: degree + pure subroutine cmp_degree(this) + class(nurbs_curve), intent(inout) :: this integer, allocatable :: m(:) m = this%get_multiplicity() - degree = m(1) - 1 + this%degree = m(1) - 1 + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_degree(this) result(degree) + class(nurbs_curve), intent(in) :: this + integer :: degree + + degree = this%degree end function !=============================================================================== @@ -363,6 +629,7 @@ pure subroutine finalize(this) if (allocated(this%knot)) deallocate(this%knot) if (allocated(this%elemConn_Xc_vis)) deallocate(this%elemConn_Xc_vis) if (allocated(this%elemConn_Xg_vis)) deallocate(this%elemConn_Xg_vis) + if (allocated(this%elemConn)) deallocate(this%elemConn) end subroutine !=============================================================================== @@ -404,10 +671,10 @@ pure function cmp_elem_Xg_vis(this, p) result(elemConn) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - impure subroutine export_Xc(this, filename) + impure subroutine export_Xc(this, filename, encoding) class(nurbs_curve), intent(in) :: this character(len=*), intent(in) :: filename - integer :: i, nc, nunit + character(len=*), intent(in), optional :: encoding integer, allocatable :: elemConn(:,:) ! check @@ -421,30 +688,7 @@ impure subroutine export_Xc(this, filename) elemConn = this%elemConn_Xc_vis end if - nc = size(this%Xc, 1) - - open(newunit=nunit, file=filename, action='write') - write(nunit,'(a)') '# vtk DataFile Version 2.0' - write(nunit,'(a)') 'Generated by ForCAD' - write(nunit,'(a)') 'ASCII' - write(nunit,'(a)') 'DATASET UNSTRUCTURED_GRID' - write(nunit,'(a," ",g0," ",a)') 'POINTS', nc, 'double' - - if (size(this%Xc, 2) == 2) then - write(nunit,'(g0," ",g0," ",g0)') (this%Xc(i,1), this%Xc(i,2), 0.0_rk , i = 1, nc) - elseif (size(this%Xc, 2) == 3) then - write(nunit,'(g0," ",g0," ",g0)') (this%Xc(i,1), this%Xc(i,2), this%Xc(i,3) , i = 1, nc) - else - error stop 'Invalid dimension of the control points.' - end if - - write(nunit,'(a," ",g0," ",g0)') 'CELLS', size(elemConn,1), size(elemConn,1)*(size(elemConn,2)+1) - write(nunit,'(g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0)')& - (2, elemConn(i,1)-1,elemConn(i,2)-1, i = 1, size(elemConn,1)) - - write(nunit,'(a," ",g0)') 'CELL_TYPES', size(elemConn,1) - write(nunit,'(g0)') (3 , i = 1, size(elemConn,1)) - close(nunit) + call export_vtk_legacy(filename, this%Xc, elemConn, 3, encoding) end subroutine !=============================================================================== @@ -452,10 +696,10 @@ impure subroutine export_Xc(this, filename) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - impure subroutine export_Xg(this, filename) + impure subroutine export_Xg(this, filename, encoding) class(nurbs_curve), intent(in) :: this character(len=*), intent(in) :: filename - integer :: i, ng, nunit + character(len=*), intent(in), optional :: encoding integer, allocatable :: elemConn(:,:) ! check @@ -469,30 +713,133 @@ impure subroutine export_Xg(this, filename) elemConn = this%elemConn_Xg_vis end if - ng = size(this%Xg, 1) + call export_vtk_legacy(filename, this%Xg, elemConn, 3, encoding) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + impure subroutine export_Xth(this, filename, encoding) + class(nurbs_curve), intent(in) :: this + character(len=*), intent(in) :: filename + character(len=*), intent(in), optional :: encoding + integer, allocatable :: elemConn(:,:) + real(rk), allocatable :: Xth(:,:), Xth1(:), Xth2(:), Xth3(:) + type(nurbs_curve) :: th + + Xth1 = unique(this%knot) + Xth2 = [0.0_rk] + Xth3 = [0.0_rk] + call ndgrid(Xth1, Xth2, Xth3, Xth) + + call th%set([this%knot(1),Xth1,this%knot(size(this%knot))], Xth) + elemConn = th%cmp_elem() + + call export_vtk_legacy(filename, Xth, elemConn, 3, encoding) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + impure subroutine export_iges(this, filename) + use forIGES, only: Gsection_t, Dentry_t, entity126_t, DElist_t, PElist_t,& + makeSsection, makeGsection, makeDPsections, writeIGESfile, wp - open(newunit=nunit, file=filename, action='write') - write(nunit,'(a)') '# vtk DataFile Version 2.0' - write(nunit,'(a)') 'Generated by ForCAD' - write(nunit,'(a)') 'ASCII' - write(nunit,'(a)') 'DATASET UNSTRUCTURED_GRID' - write(nunit,'(a," ",g0," ",a)') 'POINTS', ng, 'double' + class(nurbs_curve), intent(inout) :: this + character(len=*), intent(in) :: filename + + type(Gsection_t) :: G + type(Dentry_t) :: D + type(entity126_t) :: curve126 + type(DElist_t) :: Dlist + type(PElist_t) :: Plist + character(80), allocatable :: Ssection(:), Gsection(:), Dsection(:), Psection(:), Ssec_out(:) + real(rk), allocatable :: W(:), X(:), Y(:), Z(:), T(:) + integer :: i, M, K, N, prop3 + + ! Parameters for IGES knot vector + K = this%degree + M = this%degree + N = 1 + K - M + + ! Allocate IGES arrays explicitly with correct indexing + allocate(T(-M:N+K), X(0:K), Y(0:K), Z(0:K), W(0:K)) + + ! Copy your knot vector to IGES indexing + do i = -M, N + K + T(i) = this%knot(i + M + 1) + end do - if (size(this%Xg, 2) == 2) then - write(nunit,'(g0," ",g0," ",g0)') (this%Xg(i,1), this%Xg(i,2), 0.0_rk , i = 1, ng) - elseif (size(this%Xg, 2) == 3) then - write(nunit,'(g0," ",g0," ",g0)') (this%Xg(i,1), this%Xg(i,2), this%Xg(i,3) , i = 1, ng) + ! Copy control points + if (this%is_rational()) then + do i = 0, K + X(i) = this%Xc(i+1, 1) + Y(i) = this%Xc(i+1, 2) + Z(i) = this%Xc(i+1, 3) + W(i) = this%Wc(i+1) + end do + prop3 = 1 else - error stop 'Invalid dimension of the geometry points.' + do i = 0, K + X(i) = this%Xc(i+1, 1) + Y(i) = this%Xc(i+1, 2) + Z(i) = this%Xc(i+1, 3) + W(i) = 1.0_rk + end do + prop3 = 0 end if - write(nunit,'(a," ",g0," ",g0)') 'CELLS', size(elemConn,1), size(elemConn,1)*(size(elemConn,2)+1) - write(nunit,'(g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0)')& - (2, elemConn(i,1)-1,elemConn(i,2)-1, i = 1, size(elemConn,1)) - - write(nunit,'(a," ",g0)') 'CELL_TYPES', size(elemConn,1) - write(nunit,'(g0)') (3 , i = 1, size(elemConn,1)) - close(nunit) + ! Initialize IGES entity126 (Rational B-spline Curve) + call curve126%init(& + DEP = 1,& + form = 0,& + K = K,& + M = M,& + PROP1 = 0,& + PROP2 = 0,& + PROP3 = prop3,& + PROP4 = 0,& + T = real(T, kind=wp),& + W = real(W, kind=wp),& + X = real(X, kind=wp),& + Y = real(Y, kind=wp),& + Z = real(Z, kind=wp),& + V = real([minval(this%knot), maxval(this%knot)], kind=wp),& + XNORM = real(0.0_rk, kind=wp),& + YNORM = real(0.0_rk, kind=wp),& + ZNORM = real(0.0_rk, kind=wp)) + + ! Directory entry + call D%init(entity_type=126, param_data=1, transformation_matrix=0, form_number=0) + + ! Entity and directory lists + call Dlist%init() + call Plist%init() + call Dlist%append(D) + call Plist%append(curve126) + + ! Global section + call G%init(filename=filename) + + ! S-section description + allocate(Ssection(1)) + Ssection(1) = 'ForCAD' + + ! Create IGES sections + call makeSsection(Ssection, Ssec_out) + call makeGsection(G, Gsection) + call makeDPsections(Dlist, Plist, Dsection, Psection) + + ! Write IGES file + call writeIGESfile(filename, Ssec_out, Gsection, Dsection, Psection) + + ! Cleanup + call Dlist%delete() + call Plist%delete() end subroutine !=============================================================================== @@ -508,7 +855,11 @@ pure subroutine modify_Xc(this,X,num,dir) if (allocated(this%Xc)) then this%Xc(num,dir) = X - call this%set(knot = this%knot, Xc = this%Xc, Wc = this%Wc) + if (allocated(this%Wc)) then + call this%set(knot=this%get_knot(), Xc=this%get_Xc(), Wc=this%get_Wc()) + else + call this%set(knot=this%get_knot(), Xc=this%get_Xc()) + end if else error stop 'Control points are not set.' end if @@ -526,7 +877,11 @@ pure subroutine modify_Wc(this,W,num) if (allocated(this%Wc)) then this%Wc(num) = W - call this%set(knot = this%knot, Xc = this%Xc, Wc = this%Wc) + if (allocated(this%knot)) then + call this%set(knot=this%get_knot(), Xc=this%get_Xc(), Wc=this%get_Wc()) + else + call this%set(Xc=this%get_Xc(), Wc=this%get_Wc()) + end if else error stop 'The NURBS curve is not rational.' end if @@ -568,14 +923,24 @@ pure function get_continuity(this) result(c) !=============================================================================== + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine cmp_nc(this) + class(nurbs_curve), intent(inout) :: this + + this%nc = sum(compute_multiplicity(this%knot)) - this%degree - 1 + end subroutine + !=============================================================================== + + !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause pure function get_nc(this) result(nc) class(nurbs_curve), intent(in) :: this integer :: nc - - nc = sum(compute_multiplicity(this%knot)) - this%degree - 1 + nc = this%nc end function !=============================================================================== @@ -587,7 +952,7 @@ pure subroutine insert_knots(this,Xth,r) class(nurbs_curve), intent(inout) :: this real(rk), intent(in), contiguous :: Xth(:) integer, intent(in), contiguous :: r(:) - integer :: k, i, s, dim, j, n_new + integer :: k, i, s, d, j, n_new real(rk), allocatable :: Xcw(:,:), Xcw_new(:,:), Xc_new(:,:), Wc_new(:), knot_new(:) if (this%is_rational()) then ! NURBS @@ -600,13 +965,13 @@ pure subroutine insert_knots(this,Xth,r) s = 0 end if - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) end do - Xcw(:,dim+1) = this%Wc(:) + Xcw(:,d+1) = this%Wc(:) call insert_knot_A_5_1(& this%degree,& @@ -620,11 +985,11 @@ pure subroutine insert_knots(this,Xth,r) knot_new,& Xcw_new) - allocate(Xc_new(1:n_new+1,1:dim)) + allocate(Xc_new(1:n_new+1,1:d)) allocate(Wc_new(1:n_new+1)) do j = 1, n_new+1 - Xc_new(j,1:dim) = Xcw_new(j-1,1:dim)/Xcw_new(j-1,dim+1) - Wc_new(j) = Xcw_new(j-1,dim+1) + Xc_new(j,1:d) = Xcw_new(j-1,1:d)/Xcw_new(j-1,d+1) + Wc_new(j) = Xcw_new(j-1,d+1) end do call this%set(knot=knot_new, Xc=Xc_new, Wc=Wc_new) @@ -653,7 +1018,6 @@ pure subroutine insert_knots(this,Xth,r) knot_new,& Xc_new) - deallocate(this%Xc, this%knot) call this%set(knot=knot_new, Xc=Xc_new) end do @@ -670,32 +1034,32 @@ pure subroutine elevate_degree(this, t) class(nurbs_curve), intent(inout) :: this integer, intent(in) :: t real(rk), allocatable :: Xcw(:,:), Xcw_new(:,:), knot_new(:), Xc_new(:,:), Wc_new(:) - integer :: dim, j, nc_new + integer :: d, j, nc_new if (this%is_rational()) then ! NURBS - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) - Xcw(j,dim+1) = this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) + Xcw(j,d+1) = this%Wc(j) end do call elevate_degree_A_5_9(t, this%knot, this%degree, Xcw, nc_new, knot_new, Xcw_new) - allocate(Xc_new(1:nc_new,1:dim)) + allocate(Xc_new(1:nc_new,1:d)) allocate(Wc_new(1:nc_new)) do j = 1, nc_new - Xc_new(j,1:dim) = Xcw_new(j,1:dim)/Xcw_new(j,dim+1) + Xc_new(j,1:d) = Xcw_new(j,1:d)/Xcw_new(j,d+1) end do - Wc_new(:) = Xcw_new(:,dim+1) + Wc_new(:) = Xcw_new(:,d+1) call this%set(knot=knot_new, Xc=Xc_new, Wc=Wc_new) deallocate(Xcw, Xcw_new, Xc_new, Wc_new) else ! B-Spline - dim = size(this%Xc,2) + d = size(this%Xc,2) call elevate_degree_A_5_9(t, this%knot, this%degree, this%Xc, nc_new, knot_new, Xc_new) @@ -711,12 +1075,12 @@ pure subroutine elevate_degree(this, t) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure subroutine derivative(this, res, Xt, dTgc) + pure subroutine derivative_vector(this, res, Xt, dTgc, Tgc) class(nurbs_curve), intent(inout) :: this integer, intent(in), optional :: res real(rk), intent(in), contiguous, optional :: Xt(:) real(rk), allocatable, intent(out) :: dTgc(:,:) - real(rk), allocatable :: dTgci(:) + real(rk), allocatable, intent(out), optional :: Tgc(:,:) integer :: i ! Set parameter values @@ -726,24 +1090,37 @@ pure subroutine derivative(this, res, Xt, dTgc) elseif (present(res)) then if (allocated(this%Xt)) deallocate(this%Xt) allocate(this%Xt(res)) - this%Xt = [(real(i-1, rk) / real(res-1, rk), i=1, res)] + this%Xt = [(this%knot(1)+(this%knot(size(this%knot))-this%knot(1))*real(i-1,rk)/real(res-1,rk), i=1, res)] ! else ! this%Xt = this%Xt end if - allocate(dTgc(size(this%Xt, 1), this%nc)) + ! Set number of geometry points + this%ng = size(this%Xt,1) if (this%is_rational()) then ! NURBS - do i = 1, size(this%Xt, 1) - dTgci = basis_bspline_der(this%Xt(i), this%knot, this%nc, this%degree) - dTgci = dTgci*(this%Wc/(dot_product(dTgci,this%Wc))) - dTgc(i,:) = dTgci - end do + call compute_dTgc(this%Xt, this%knot, this%degree, this%nc, this%ng, this%Wc, dTgc, Tgc) else ! B-Spline - do i = 1, size(this%Xt, 1) - dTgci = basis_bspline_der(this%Xt(i), this%knot, this%nc, this%degree) - dTgc(i,:) = dTgci - end do + call compute_dTgc(this%Xt, this%knot, this%degree, this%nc, this%ng, dTgc, Tgc) + end if + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine derivative_scalar(this, Xt, dTgc, Tgc, elem) + class(nurbs_curve), intent(inout) :: this + real(rk), intent(in) :: Xt + integer, intent(in), optional :: elem(:) + real(rk), allocatable, intent(out) :: dTgc(:) + real(rk), allocatable, intent(out), optional :: Tgc(:) + + if (this%is_rational()) then ! NURBS + call compute_dTgc(Xt, this%knot, this%degree, this%nc, this%Wc, dTgc, Tgc, elem) + else ! B-Spline + call compute_dTgc(Xt, this%knot, this%degree, this%nc, dTgc, Tgc, elem) end if end subroutine !=============================================================================== @@ -752,12 +1129,13 @@ pure subroutine derivative(this, res, Xt, dTgc) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure subroutine basis(this, res, Xt, Tgc) + pure subroutine derivative2_vector(this, res, Xt, d2Tgc, dTgc, Tgc) class(nurbs_curve), intent(inout) :: this integer, intent(in), optional :: res real(rk), intent(in), contiguous, optional :: Xt(:) - real(rk), allocatable, intent(out) :: Tgc(:,:) - real(rk), allocatable :: Tgci(:) + real(rk), allocatable, intent(out) :: d2Tgc(:,:) + real(rk), allocatable, intent(out), optional :: dTgc(:,:) + real(rk), allocatable, intent(out), optional :: Tgc(:,:) integer :: i ! Set parameter values @@ -767,24 +1145,18 @@ pure subroutine basis(this, res, Xt, Tgc) elseif (present(res)) then if (allocated(this%Xt)) deallocate(this%Xt) allocate(this%Xt(res)) - this%Xt = [(real(i-1, rk) / real(res-1, rk), i=1, res)] + this%Xt = [(this%knot(1)+(this%knot(size(this%knot))-this%knot(1))*real(i-1,rk)/real(res-1,rk), i=1, res)] ! else ! this%Xt = this%Xt end if - allocate(Tgc(size(this%Xt, 1), this%nc)) + ! Set number of geometry points + this%ng = size(this%Xt,1) if (this%is_rational()) then ! NURBS - do i = 1, size(this%Xt, 1) - Tgci = basis_bspline(this%Xt(i), this%knot, this%nc, this%degree) - Tgci = Tgci*(this%Wc/(dot_product(Tgci,this%Wc))) - Tgc(i,:) = Tgci - end do + call compute_d2Tgc(this%Xt, this%knot, this%degree, this%nc, this%ng, this%Wc, d2Tgc, dTgc, Tgc) else ! B-Spline - do i = 1, size(this%Xt, 1) - Tgci = basis_bspline(this%Xt(i), this%knot, this%nc, this%degree) - Tgc(i,:) = Tgci - end do + call compute_d2Tgc(this%Xt, this%knot, this%degree, this%nc, this%ng, d2Tgc, dTgc, Tgc) end if end subroutine !=============================================================================== @@ -793,17 +1165,87 @@ pure subroutine basis(this, res, Xt, Tgc) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure function is_rational(this) result(r) - class(nurbs_curve), intent(in) :: this - logical :: r + pure subroutine derivative2_scalar(this, Xt, d2Tgc, dTgc, Tgc) + class(nurbs_curve), intent(inout) :: this + real(rk), intent(in) :: Xt + real(rk), allocatable, intent(out) :: d2Tgc(:) + real(rk), allocatable, intent(out), optional :: dTgc(:) + real(rk), allocatable, intent(out), optional :: Tgc(:) - r = .false. - if (allocated(this%Wc)) then - if (any(this%Wc /= this%Wc(1))) then - r = .true. - end if + if (this%is_rational()) then ! NURBS + call compute_d2Tgc(Xt, this%knot, this%degree, this%nc, this%Wc, d2Tgc, dTgc, Tgc) + else ! B-Spline + call compute_d2Tgc(Xt, this%knot, this%degree, this%nc, d2Tgc, dTgc, Tgc) end if - end function + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine basis_vector(this, res, Xt, Tgc) + class(nurbs_curve), intent(inout) :: this + integer, intent(in), optional :: res + real(rk), intent(in), contiguous, optional :: Xt(:) + real(rk), allocatable, intent(out) :: Tgc(:,:) + integer :: i + + ! Set parameter values + if (present(Xt)) then + if (allocated(this%Xt)) deallocate(this%Xt) + this%Xt = Xt + elseif (present(res)) then + if (allocated(this%Xt)) deallocate(this%Xt) + allocate(this%Xt(res)) + this%Xt = [(this%knot(1)+(this%knot(size(this%knot))-this%knot(1))*real(i-1,rk)/real(res-1,rk), i=1, res)] + ! else + ! this%Xt = this%Xt + end if + + ! Set number of geometry points + this%ng = size(this%Xt,1) + + if (this%is_rational()) then ! NURBS + Tgc = compute_Tgc(this%Xt, this%knot, this%degree, this%nc, this%ng, this%Wc) + else ! B-Spline + Tgc = compute_Tgc(this%Xt, this%knot, this%degree, this%nc, this%ng) + end if + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine basis_scalar(this, Xt, Tgc) + class(nurbs_curve), intent(inout) :: this + real(rk), intent(in) :: Xt + real(rk), allocatable, intent(out) :: Tgc(:) + + if (this%is_rational()) then ! NURBS + Tgc = compute_Tgc(Xt, this%knot, this%degree, this%nc, this%Wc) + else ! B-Spline + Tgc = compute_Tgc(Xt, this%knot, this%degree, this%nc) + end if + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function is_rational(this) result(r) + class(nurbs_curve), intent(in) :: this + logical :: r + + r = .false. + if (allocated(this%Wc)) then + if (any(this%Wc /= this%Wc(1))) then + r = .true. + end if + end if + end function !=============================================================================== @@ -889,7 +1331,7 @@ pure subroutine remove_knots(this,Xth,r) class(nurbs_curve), intent(inout) :: this real(rk), intent(in), contiguous :: Xth(:) integer, intent(in), contiguous :: r(:) - integer :: k, i, s, dim, j, nc_new, t + integer :: k, i, s, d, j, nc_new, t real(rk), allocatable :: Xcw(:,:), Xcw_new(:,:), Xc_new(:,:), Wc_new(:), knot_new(:) if (this%is_rational()) then ! NURBS @@ -903,12 +1345,12 @@ pure subroutine remove_knots(this,Xth,r) end if k = k + 1 - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) end do - Xcw(:,dim+1) = this%Wc(:) + Xcw(:,d+1) = this%Wc(:) call remove_knots_A_5_8(& this%degree,& @@ -928,14 +1370,13 @@ pure subroutine remove_knots(this,Xth,r) ! no change else nc_new = size(Xcw_new,1) - allocate(Xc_new(nc_new,dim)) + allocate(Xc_new(nc_new,d)) allocate(Wc_new(nc_new)) do j = 1, nc_new - Xc_new(j,:) = Xcw_new(j,1:dim)/Xcw_new(j,dim+1) + Xc_new(j,:) = Xcw_new(j,1:d)/Xcw_new(j,d+1) end do - Wc_new(:) = Xcw_new(:,dim+1) + Wc_new(:) = Xcw_new(:,d+1) - deallocate(this%Xc, this%knot, this%Wc) call this%set(knot=knot_new, Xc=Xc_new, Wc=Wc_new) if (allocated(Xcw_new)) deallocate(Xcw_new) if (allocated(Xc_new)) deallocate(Xc_new) @@ -969,7 +1410,6 @@ pure subroutine remove_knots(this,Xth,r) if (t == 0) then ! no change else - deallocate(this%Xc, this%knot) call this%set(knot=knot_new, Xc=Xc_new) end if end do @@ -1017,6 +1457,41 @@ pure subroutine set_circle(this, center, radius) !=============================================================================== + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine set_C(this, center, radius) + class(nurbs_curve), intent(inout) :: this + real(rk), intent(in), contiguous :: center(:) + real(rk), intent(in) :: radius + real(rk), allocatable :: Xc(:,:), Wc(:), knot(:) + integer :: i + + ! Define control points for C-shape + allocate(Xc(5, 3)) + Xc(1,:)= [ 1.0_rk, 0.0_rk, 0.0_rk] + Xc(2,:)= [ 1.0_rk, sqrt(3.0_rk), 0.0_rk] + Xc(3,:)= [-0.5_rk, sqrt(3.0_rk)/2.0_rk, 0.0_rk] + Xc(4,:)= [-2.0_rk, 0.0_rk, 0.0_rk] + Xc(5,:)= [-0.5_rk, -sqrt(3.0_rk)/2.0_rk, 0.0_rk] + + ! Scale and translate the control points + do i = 1, size(Xc, 1) + Xc(i,:) = center + Xc(i,:) * radius + end do + + ! Define weights for the control points + Wc = [1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk] + + ! Define knot vector + knot = [0.0_rk, 0.0_rk, 0.0_rk, 1.0_rk/2.0_rk, 1.0_rk/2.0_rk, 1.0_rk, 1.0_rk, 1.0_rk] + + ! Set knot vector, control points, and weights + call this%set(knot, Xc, Wc) + end subroutine + !=============================================================================== + + !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause @@ -1089,4 +1564,738 @@ pure subroutine translate_Xg(this, vec) end subroutine !=============================================================================== -end module forcad_nurbs_curve + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + impure subroutine show(this, vtkfile_Xc, vtkfile_Xg) + class(nurbs_curve), intent(inout) :: this + character(len=*), intent(in) :: vtkfile_Xc, vtkfile_Xg + character(len=3000) :: pyvista_script + + pyvista_script = & + "import pyvista as pv"//achar(10)//& + "pv.global_theme.color = 'white'"//achar(10)//& + "Xc = pv.read('"//trim(vtkfile_Xc)//"')"//achar(10)//& + "Xg = pv.read('"//trim(vtkfile_Xg)//"')"//achar(10)//& + "p = pv.Plotter(lighting='light kit')"//achar(10)//& + "actor_Xcp = p.add_mesh("//achar(10)//& + " Xc,"//achar(10)//& + " style='points',"//achar(10)//& + " point_size=10,"//achar(10)//& + " color='red',"//achar(10)//& + " render_points_as_spheres=True,"//achar(10)//& + " opacity=0.5,"//achar(10)//& + ")"//achar(10)//& + "actor_Xcw = p.add_mesh("//achar(10)//& + " Xc,"//achar(10)//& + " show_edges=True,"//achar(10)//& + " color='yellow',"//achar(10)//& + " line_width=3,"//achar(10)//& + " style='wireframe',"//achar(10)//& + " opacity=0.2"//achar(10)//& + ")"//achar(10)//& + "actor_Xg = p.add_mesh("//achar(10)//& + " Xg,"//achar(10)//& + " show_edges=False,"//achar(10)//& + " color='cyan',"//achar(10)//& + " line_width=7,"//achar(10)//& + " metallic=0.6,"//achar(10)//& + " pbr=True,"//achar(10)//& + " split_sharp_edges=True,"//achar(10)//& + ")"//achar(10)//& + "p.add_axes(interactive=False)"//achar(10)//& + "def point_picker_callback(point):"//achar(10)//& + " mesh = Xc"//achar(10)//& + " point_id = mesh.find_closest_point(point)"//achar(10)//& + " point_coords = mesh.points[point_id]"//achar(10)//& + " label = f'ID: {point_id + 1}\n({point_coords[0]:.3f}, {point_coords[1]:.3f}, {point_coords[2]:.3f})'"//achar(10)//& + " p.add_point_labels("//achar(10)//& + " [point_coords],"//achar(10)//& + " [label],"//achar(10)//& + " font_size=14,"//achar(10)//& + " text_color='black',"//achar(10)//& + " show_points=False,"//achar(10)//& + " fill_shape=False,"//achar(10)//& + " shape=None,"//achar(10)//& + " )"//achar(10)//& + "picker = p.enable_point_picking(callback=point_picker_callback, show_message=False)"//achar(10)//& + "window_size = p.window_size"//achar(10)//& + "y_pos = window_size[1]"//achar(10)//& + "def Xcp_toggle_vis(flag):"//achar(10)//& + " actor_Xcp.SetVisibility(flag)"//achar(10)//& + "def Xcw_toggle_vis(flag):"//achar(10)//& + " actor_Xcw.SetVisibility(flag)"//achar(10)//& + "def Xg_toggle_vis(flag):"//achar(10)//& + " actor_Xg.SetVisibility(flag)"//achar(10)//& + "p.add_checkbox_button_widget("//achar(10)//& + " Xcp_toggle_vis,"//achar(10)//& + " value=True,"//achar(10)//& + " color_on='red',"//achar(10)//& + " size=25,"//achar(10)//& + " position=(0, y_pos - 1 * 25),"//achar(10)//& + ")"//achar(10)//& + "p.add_checkbox_button_widget("//achar(10)//& + " Xcw_toggle_vis,"//achar(10)//& + " value=True,"//achar(10)//& + " color_on='yellow',"//achar(10)//& + " size=25,"//achar(10)//& + " position=(0, y_pos - 2 * 25),"//achar(10)//& + ")"//achar(10)//& + "p.add_checkbox_button_widget("//achar(10)//& + " Xg_toggle_vis,"//achar(10)//& + " value=True,"//achar(10)//& + " color_on='cyan',"//achar(10)//& + " size=25,"//achar(10)//& + " position=(0, y_pos - 3 * 25),"//achar(10)//& + ")"//achar(10)//& + "p.add_text("//achar(10)//& + " 'Xc (Points)',"//achar(10)//& + " position=(25 + 3, y_pos - 1 * 25),"//achar(10)//& + " font_size=8,"//achar(10)//& + " color='black',"//achar(10)//& + " font='times',"//achar(10)//& + ")"//achar(10)//& + "p.add_text("//achar(10)//& + " 'Xc (Control geometry)',"//achar(10)//& + " position=(25 + 3, y_pos - 2 * 25),"//achar(10)//& + " font_size=8,"//achar(10)//& + " color='black',"//achar(10)//& + " font='times',"//achar(10)//& + ")"//achar(10)//& + "p.add_text("//achar(10)//& + " 'Xg (Geometry)',"//achar(10)//& + " position=(25 + 3, y_pos - 3 * 25),"//achar(10)//& + " font_size=8,"//achar(10)//& + " color='black',"//achar(10)//& + " font='times',"//achar(10)//& + ")"//achar(10)//& + "p.add_text('ForCAD', position=(0.0, 10.0), font_size=14, color='black', font='times')"//achar(10)//& + "p.add_text("//achar(10)//& + " 'https://github.com/gha3mi/forcad',"//achar(10)//& + " position=(0.0, 0.0),"//achar(10)//& + " font_size=7,"//achar(10)//& + " color='blue',"//achar(10)//& + " font='times',"//achar(10)//& + ")"//achar(10)//& + "p.show(title='ForCAD', interactive=True)"//achar(10)//& + "p.deep_clean()"//achar(10)//& + "del p" + call execute_command_line('python -c "'//trim(adjustl(pyvista_script))//'"') + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine set_half_circle(this, center, radius) + class(nurbs_curve), intent(inout) :: this + real(rk), intent(in), contiguous :: center(:) + real(rk), intent(in) :: radius + real(rk), allocatable :: Xc(:,:), Wc(:), knot(:) + integer :: i + + ! Define control points for half circle + allocate(Xc(5, 3)) + Xc(1,:) = [ 0.5_rk, 0.0_rk, 0.0_rk] + Xc(2,:) = [ 0.5_rk, 0.5_rk, 0.0_rk] + Xc(3,:) = [ 0.0_rk, 0.5_rk, 0.0_rk] + Xc(4,:) = [-0.5_rk, 0.5_rk, 0.0_rk] + Xc(5,:) = [-0.5_rk, 0.0_rk, 0.0_rk] + + ! Scale and translate the control points + do i = 1, size(Xc, 1) + Xc(i,:) = center + Xc(i,:) * radius + end do + + ! Define weights for the control points + Wc = [1.0_rk, 1.0_rk/sqrt(2.0_rk), 1.0_rk, 1.0_rk/sqrt(2.0_rk), 1.0_rk] + + ! Define knot vector + knot = [0.0_rk, 0.0_rk, 0.0_rk, 1.0_rk/2.0_rk, & + 1.0_rk/2.0_rk, 1.0_rk, 1.0_rk, 1.0_rk] + + ! Set knot vector, control points, and weights + call this%set(knot, Xc, Wc) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine nearest_point(this, point_Xg, nearest_Xg, nearest_Xt, id) + class(nurbs_curve), intent(in) :: this + real(rk), intent(in) :: point_Xg(:) + real(rk), intent(out), allocatable, optional :: nearest_Xg(:) + real(rk), intent(out), optional :: nearest_Xt + integer, intent(out), optional :: id + integer :: id_ + real(rk), allocatable :: distances(:) + + allocate(distances(this%ng)) + distances = nearest_point_help_1d(this%ng, this%Xg, point_Xg) + + id_ = minloc(distances, dim=1) + if (present(id)) id = id_ + if (present(nearest_Xg)) nearest_Xg = this%Xg(id_,:) + if (present(nearest_Xt)) nearest_Xt = this%Xt(id_) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + impure subroutine nearest_point2(this, point_Xg, tol, maxit, nearest_Xt, nearest_Xg) + + class(nurbs_curve), intent(inout) :: this + real(rk), intent(in) :: point_Xg(:) + real(rk), intent(in) :: tol + integer, intent(in) :: maxit + real(rk), intent(out) :: nearest_Xt + real(rk), allocatable, intent(out), optional :: nearest_Xg(:) + real(rk):: xk, xkn, obj, grad, hess, dk, alphak, tau, beta, lower_bounds, upper_bounds + real(rk), allocatable :: Xg(:), Tgc(:), dTgc(:), d2Tgc(:) + integer :: k, l + logical :: convergenz + type(nurbs_curve) :: copy_this + + k = 0 + + ! lower and upper bounds + lower_bounds = minval(this%knot) + upper_bounds = maxval(this%knot) + + ! guess initial point + copy_this = this + call copy_this%create(10) + call copy_this%nearest_point(point_Xg=point_Xg, nearest_Xt=xk) + call copy_this%finalize() + + ! Check if xk is within the knot vector range + if (xk < minval(this%knot)) then + xk = minval(this%knot) + else if (xk > maxval(this%knot)) then + xk = maxval(this%knot) + end if + + xkn = xk + + convergenz = .false. + + allocate(Xg(size(this%Xc,2))) + ! allocate(dTgc(size(this%Xc,1))) + ! allocate(d2Tgc(size(this%Xc,1))) + + do while (.not. convergenz .and. k < maxit) + + ! objection, gradient and hessian + Xg = this%cmp_Xg(xk) + call this%derivative2(Xt=xk, d2Tgc=d2Tgc, dTgc=dTgc, Tgc=Tgc) ! Tgc is not needed + + obj = norm2(Xg - point_Xg) + 0.001_rk ! add a small number to avoid division by zero + grad = dot_product((Xg-point_Xg)/obj, matmul(dTgc,this%Xc)) + hess = dot_product(matmul(dTgc,this%Xc) - (Xg-point_Xg)/obj*grad, matmul(dTgc,this%Xc))/obj& + + dot_product((Xg-point_Xg)/obj, matmul(d2Tgc,this%Xc)) + + ! debug + print '(i3,1x,e20.10,1x,e20.10)', k, xk, abs(grad) + + if (abs(grad) <= tol .or. (k>0 .and. abs(xk-xkn) <= tol)) then + convergenz = .true. + nearest_Xt = xk + if (present(nearest_Xg)) nearest_Xg = this%cmp_Xg(nearest_Xt) + else + dk = - grad / hess + + ! Backtracking-Armijo Line Search + alphak = 1.0_rk + tau = 0.5_rk ! 0 < tau < 1 + beta = 1.0e-4_rk ! 0 < beta < 1 + l = 0 + do while (.not. norm2(this%cmp_Xg(xk + alphak*dk) - point_Xg) <= obj + alphak*beta*grad*dk .and. l<50) + alphak = tau * alphak + l = l + 1 + end do + + xkn = xk + xk = xk + alphak*dk + ! Check if xk is within the knot vector range + xk = max(min(xk, upper_bounds), lower_bounds) + k = k + 1 + end if + end do + + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine ansatz(this, ie, ig, Tgc, dTgc_dXg, dL) + class(nurbs_curve), intent(inout) :: this + + integer, intent(in) :: ie, ig + real(rk), intent(out) :: dL + real(rk), allocatable, intent(out) :: Tgc(:), dTgc_dXg(:,:) + real(rk), allocatable :: Xth(:), Xth_e(:), Xc_eT(:,:), Xksi(:), Wksi(:) + integer, allocatable :: elem_th(:,:), elem_c(:,:), elem_ce(:) + type(nurbs_curve) :: th, th_e + real(rk), allocatable :: dTtth_dXksi(:), Ttth(:), dTgc_dXt(:), dXg_dXt(:) + real(rk) :: Xt, dXt_dXksi + real(rk), allocatable :: dXg_dXksi(:) !! Jacobian matrix + real(rk) :: det_dXg_dXksi !! Determinant of the Jacobian matrix + + call gauss_leg([0.0_rk, 1.0_rk], this%degree, Xksi, Wksi) + + Xth = unique(this%knot) + + call th%set([0.0_rk,Xth,1.0_rk], Xth) + elem_th = th%cmp_elem() + + elem_c = this%cmp_elem() + + Xth_e = Xth(elem_th(ie,:)) + call th_e%set([0.0_rk,0.0_rk,1.0_rk,1.0_rk], Xth_e) + + elem_ce = elem_c(ie,:) + Xc_eT = transpose(this%Xc(elem_ce,:)) + + call th_e%derivative(Xksi(ig), dTtth_dXksi, Ttth) + Xt = dot_product(Xth_e, Ttth) + dXt_dXksi = dot_product(Xth_e, dTtth_dXksi) + + call this%derivative(Xt, dTgc_dXt, Tgc, elem_ce) + dXg_dXt = matmul(Xc_eT, dTgc_dXt) + + dTgc_dXg = dyad(dTgc_dXt, dXg_dXt)/norm2(dXg_dXt) + + dXg_dXksi = dXg_dXt*dXt_dXksi + det_dXg_dXksi = norm2(dXg_dXksi) + + dL = det_dXg_dXksi*Wksi(ig) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine cmp_length(this, length) + class(nurbs_curve), intent(inout) :: this + real(rk), intent(out) :: length + real(rk), allocatable :: Tgc(:), dTgc_dXg(:,:) + integer :: ie, ig + real(rk) :: dL, dL_ig + + length = 0.0_rk + do ie = 1, size(this%cmp_elem(),1) + dL = 0.0_rk + do ig = 1, size(this%cmp_elem(),2) + call this%ansatz(ie, ig, Tgc, dTgc_dXg, dL_ig) + dL = dL + dL_ig + end do + length = length + dL + end do + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function cmp_Tgc_1d(Xti, knot, nc, degree, Wc) result(Tgc) + real(rk), intent(in) :: Xti + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: degree, nc + real(rk), intent(in), contiguous :: Wc(:) + real(rk) :: Tgc(nc) + real(rk) :: tmp + integer :: i + + Tgc = basis_bspline(Xti, knot, nc, degree) + tmp = dot_product(Tgc, Wc) + do concurrent (i = 1: nc) + Tgc(i) = (Tgc(i) * Wc(i)) / tmp + end do + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Xg_nurbs_1d(Xt, knot, degree, nc, ng, Xc, Wc) result(Xg) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: degree + integer, intent(in) :: nc + integer, intent(in) :: ng + real(rk), intent(in), contiguous :: Xc(:,:) + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable :: Xg(:,:) + integer :: i + + allocate(Xg(ng, size(Xc,2)), source = 0.0_rk) + do concurrent (i = 1: ng) + Xg(i,:) = matmul(cmp_Tgc_1d(Xt(i), knot, nc, degree, Wc), Xc) + end do + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Xg_nurbs_1d_1point(Xt, knot, degree, nc, Xc, Wc) result(Xg) + real(rk), intent(in) :: Xt + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: degree + integer, intent(in) :: nc + real(rk), intent(in), contiguous :: Xc(:,:) + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable :: Xg(:) + real(rk), allocatable :: Tgc(:) + + allocate(Xg(size(Xc))) + allocate(Tgc(nc)) + Tgc = basis_bspline(Xt, knot, nc, degree) + Tgc = Tgc*(Wc/(dot_product(Tgc,Wc))) + Xg = matmul(Tgc, Xc) + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Xg_bspline_1d(Xt, knot, degree, nc, ng, Xc) result(Xg) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: degree + integer, intent(in) :: nc + integer, intent(in) :: ng + real(rk), intent(in), contiguous :: Xc(:,:) + real(rk), allocatable :: Xg(:,:) + integer :: i + + allocate(Xg(ng, size(Xc,2))) + do concurrent (i = 1: ng) + Xg(i,:) = matmul(basis_bspline(Xt(i), knot, nc, degree), Xc) + end do + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Xg_bspline_1d_1point(Xt, knot, degree, nc, Xc) result(Xg) + real(rk), intent(in) :: Xt + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: degree + integer, intent(in) :: nc + real(rk), intent(in), contiguous :: Xc(:,:) + real(rk), allocatable :: Xg(:) + + allocate(Xg(size(Xc))) + Xg = matmul(basis_bspline(Xt, knot, nc, degree), Xc) + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_d2Tgc_nurbs_1d_vector(Xt, knot, degree, nc, ng, Wc, d2Tgc, dTgc, Tgc) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: degree + integer, intent(in) :: nc + integer, intent(in) :: ng + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable, intent(out) :: d2Tgc(:,:) + real(rk), allocatable, intent(out) :: dTgc(:,:) + real(rk), allocatable, intent(out) :: Tgc(:,:) + real(rk), allocatable :: d2Bi(:), dBi(:), Tgci(:), dTgci(:), Bi(:) + integer :: i + + allocate(d2Tgc(ng, nc), dTgc(ng, nc), Tgc(ng, nc), d2Bi(nc), dTgci(nc), dBi(nc), Tgci(nc), Bi(nc)) + + do concurrent (i = 1: size(Xt)) + call basis_bspline_2der(Xt(i), knot, nc, degree, d2Bi, dBi, Bi) + Tgci = Bi*(Wc/(dot_product(Bi,Wc))) + Tgc(i,:) = Tgci + + dTgci = ( dBi*Wc - Tgci*dot_product(dBi,Wc) ) / dot_product(Bi,Wc) + dTgc(i,:) = dTgci + + d2Tgc(i,:) = (d2Bi*Wc - 2.0_rk*dTgci*dot_product(dBi,Wc) - Tgci*dot_product(d2Bi,Wc)) / dot_product(Bi,Wc) + end do + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_d2Tgc_nurbs_1d_scalar(Xt, knot, degree, nc, Wc, d2Tgc, dTgc, Tgc) + real(rk), intent(in) :: Xt + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: degree + integer, intent(in) :: nc + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable, intent(out) :: d2Tgc(:) + real(rk), allocatable, intent(out) :: dTgc(:) + real(rk), allocatable, intent(out) :: Tgc(:) + real(rk), allocatable :: d2Bi(:), dBi(:), Bi(:) + + allocate(d2Tgc(nc), dTgc(nc), Tgc(nc), d2Bi(nc), dBi(nc), Bi(nc)) + + call basis_bspline_2der(Xt, knot, nc, degree, d2Bi, dBi, Bi) + Tgc = Bi*(Wc/(dot_product(Bi,Wc))) + dTgc = ( dBi*Wc - Tgc*dot_product(dBi,Wc) ) / dot_product(Bi,Wc) + d2Tgc = (d2Bi*Wc - 2.0_rk*dTgc*dot_product(dBi,Wc) - Tgc*dot_product(d2Bi,Wc)) / dot_product(Bi,Wc) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_d2Tgc_bspline_1d_vector(Xt, knot, degree, nc, ng, d2Tgc, dTgc, Tgc) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: degree + integer, intent(in) :: nc + integer, intent(in) :: ng + real(rk), allocatable, intent(out) :: d2Tgc(:,:) + real(rk), allocatable, intent(out) :: dTgc(:,:) + real(rk), allocatable, intent(out) :: Tgc(:,:) + integer :: i + + allocate(d2Tgc(ng, nc), dTgc(ng, nc), Tgc(ng, nc)) + do concurrent (i = 1: size(Xt)) + call basis_bspline_2der(Xt(i), knot, nc, degree, d2Tgc(i,:) , dTgc(i,:), Tgc(i,:)) + end do + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_d2Tgc_bspline_1d_scalar(Xt, knot, degree, nc, d2Tgc, dTgc, Tgc) + real(rk), intent(in) :: Xt + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: degree + integer, intent(in) :: nc + real(rk), allocatable, intent(out) :: d2Tgc(:) + real(rk), allocatable, intent(out) :: dTgc(:) + real(rk), allocatable, intent(out) :: Tgc(:) + + allocate(d2Tgc(nc), dTgc(nc), Tgc(nc)) + call basis_bspline_2der(Xt, knot, nc, degree, d2Tgc, dTgc, Tgc) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_dTgc_nurbs_1d_vector(Xt, knot, degree, nc, ng, Wc, dTgc, Tgc) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: degree + integer, intent(in) :: nc + integer, intent(in) :: ng + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable, intent(out) :: dTgc(:,:) + real(rk), allocatable, intent(out) :: Tgc(:,:) + real(rk) :: dBi(nc), Bi(nc) + integer :: i + + allocate(dTgc(ng, nc), Tgc(ng, nc)) + do concurrent (i = 1: size(Xt)) + call basis_bspline_der(Xt(i), knot, nc, degree, dBi, Bi) + Tgc(i,:) = Bi*(Wc/(dot_product(Bi,Wc))) + dTgc(i,:) = ( dBi*Wc - Tgc(i,:)*dot_product(dBi,Wc) ) / dot_product(Bi,Wc) + end do + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_dTgc_nurbs_1d_scalar(Xt, knot, degree, nc, Wc, dTgc, Tgc, elem) + real(rk), intent(in) :: Xt + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: degree + integer, intent(in) :: nc + real(rk), intent(in), contiguous :: Wc(:) + integer, intent(in), optional :: elem(:) + real(rk), allocatable, intent(out) :: dTgc(:) + real(rk), allocatable, intent(out) :: Tgc(:) + real(rk) :: dBi(nc), Bi(nc) + + call basis_bspline_der(Xt, knot, nc, degree, dBi, Bi) + + if (.not. present(elem)) then + allocate(dTgc(nc), Tgc(nc)) + Tgc = Bi*(Wc/(dot_product(Bi,Wc))) + dTgc = ( dBi*Wc - Tgc*dot_product(dBi,Wc) ) / dot_product(Bi,Wc) + else + allocate(dTgc(size(elem)), Tgc(size(elem))) + Tgc = Bi(elem)*(Wc(elem)/(dot_product(Bi(elem),Wc(elem)))) + dTgc = ( dBi(elem)*Wc(elem) - Tgc*dot_product(dBi(elem),Wc(elem)) ) / dot_product(Bi(elem),Wc(elem)) + end if + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_dTgc_bspline_1d_vector(Xt, knot, degree, nc, ng, dTgc, Tgc) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: degree + integer, intent(in) :: nc + integer, intent(in) :: ng + real(rk), allocatable, intent(out) :: dTgc(:,:) + real(rk), allocatable, intent(out) :: Tgc(:,:) + integer :: i + + allocate(dTgc(ng, nc), Tgc(ng, nc)) + do concurrent (i = 1: size(Xt)) + call basis_bspline_der(Xt(i), knot, nc, degree, dTgc(i,:), Tgc(i,:)) + end do + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_dTgc_bspline_1d_scalar(Xt, knot, degree, nc, dTgc, Tgc, elem) + real(rk), intent(in) :: Xt + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: degree + integer, intent(in) :: nc + integer, intent(in), optional :: elem(:) + real(rk), allocatable, intent(out) :: dTgc(:) + real(rk), allocatable, intent(out) :: Tgc(:) + real(rk), allocatable :: dB(:), B(:) + + if (.not. present(elem)) then + allocate(dTgc(nc), Tgc(nc)) + call basis_bspline_der(Xt, knot, nc, degree, dTgc, Tgc) + else + allocate(dB(size(elem)), B(size(elem))) + call basis_bspline_der(Xt, knot, nc, degree, dB, B) + Tgc = B(elem) + dTgc = dB(elem) + end if + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Tgc_nurbs_1d_vector(Xt, knot, degree, nc, ng, Wc) result(Tgc) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: degree + integer, intent(in) :: nc + integer, intent(in) :: ng + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable :: Tgc(:,:) + real(rk), allocatable :: Tgci(:) + integer :: i + + allocate(Tgc(ng, nc), Tgci(nc)) + do concurrent (i = 1: size(Xt,1)) + Tgci = basis_bspline(Xt(i), knot, nc, degree) + Tgc(i,:) = Tgci*(Wc/(dot_product(Tgci,Wc))) + end do + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Tgc_nurbs_1d_scalar(Xt, knot, degree, nc, Wc) result(Tgc) + real(rk), intent(in) :: Xt + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: degree + integer, intent(in) :: nc + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable :: Tgc(:) + + allocate(Tgc(nc)) + Tgc = basis_bspline(Xt, knot, nc, degree) + Tgc = Tgc*(Wc/(dot_product(Tgc,Wc))) + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Tgc_bspline_1d_vector(Xt, knot, degree, nc, ng) result(Tgc) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: degree + integer, intent(in) :: nc + integer, intent(in) :: ng + real(rk), allocatable :: Tgc(:,:) + integer :: i + + allocate(Tgc(ng, nc)) + do concurrent (i = 1: size(Xt,1)) + Tgc(i,:) = basis_bspline(Xt(i), knot, nc, degree) + end do + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Tgc_bspline_1d_scalar(Xt, knot, degree, nc) result(Tgc) + real(rk), intent(in) :: Xt + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: degree + integer, intent(in) :: nc + real(rk), allocatable :: Tgc(:) + + allocate(Tgc(nc)) + Tgc = basis_bspline(Xt, knot, nc, degree) + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function nearest_point_help_1d(ng, Xg, point_Xg) result(distances) + integer, intent(in) :: ng + real(rk), intent(in), contiguous :: Xg(:,:) + real(rk), intent(in), contiguous :: point_Xg(:) + real(rk), allocatable :: distances(:) + integer :: i + + allocate(distances(ng)) + do concurrent (i = 1: ng) + distances(i) = norm2(Xg(i,:) - point_Xg) + end do + end function + !=============================================================================== + +end module forcad_nurbs_curve \ No newline at end of file diff --git a/src/forcad_nurbs_surface.f90 b/src/forcad_nurbs_surface.f90 index f61c68a0c..90a9b2a75 100644 --- a/src/forcad_nurbs_surface.f90 +++ b/src/forcad_nurbs_surface.f90 @@ -3,9 +3,10 @@ !> This module defines the 'nurbs_surface' type for representing a Non-Uniform Rational B-Spline (NURBS) surface. module forcad_nurbs_surface - use forcad_utils, only: rk, basis_bspline, elemConn_C0, kron, ndgrid, compute_multiplicity, compute_knot_vector, & + use forcad_kinds, only: rk + use forcad_utils, only: basis_bspline, elemConn_C0, kron, ndgrid, compute_multiplicity, compute_knot_vector, & basis_bspline_der, insert_knot_A_5_1, findspan, elevate_degree_A_5_9, remove_knots_A_5_8, tetragon_Xc, & - elemConn_Cn, unique, rotation + elemConn_Cn, unique, rotation, det, inv, gauss_leg, export_vtk_legacy, basis_bspline_2der implicit none @@ -21,6 +22,7 @@ module forcad_nurbs_surface real(rk), allocatable, private :: Wc(:) !! Weights for control points (1D array: [nc(1)*nc(2)]) real(rk), allocatable, private :: Xt1(:) !! Evaluation parameter values in the first direction (1D array: [ng(1)]) real(rk), allocatable, private :: Xt2(:) !! Evaluation parameter values in the second direction (1D array: [ng(2)]) + real(rk), allocatable, private :: Xt(:,:) !! Evaluation parameter values (2D array: [ng(1)*ng(2), 2]) real(rk), allocatable, private :: knot1(:) !! Knot vector in the first direction (1D array) real(rk), allocatable, private :: knot2(:) !! Knot vector in the second direction (1D array) integer, private :: degree(2) !! Degree (order) of the surface @@ -33,16 +35,30 @@ module forcad_nurbs_surface procedure :: set1 !!> Set knot vectors, control points and weights for the NURBS surface object procedure :: set2 !!> Set NURBS surface using nodes of parameter space, degree, continuity, control points and weights procedure :: set3 !!> Set Bezier or Rational Bezier surface using control points and weights - generic :: set => set1, set2, set3 !!> Set NURBS surface + procedure :: set4 !!> Set NURBS surface using degree, number of control points, control points and weights + generic :: set => set1, set2, set3, set4 !!> Set NURBS surface procedure :: create !!> Generate geometry points - procedure :: get_Xc !!> Get control points - procedure :: get_Xg !!> Get geometry points - procedure :: get_Wc !!> Get weights + procedure :: cmp_Xg !!> Compute geometry points + procedure, private :: get_Xc_all !!> Get all control points + procedure, private :: get_Xci !!> Get i-th control point + procedure, private :: get_Xcid !!> Get i-th control point in a specific direction + generic :: get_Xc => get_Xc_all, get_Xci, get_Xcid !!> Get control points + procedure, private :: get_Xg_all !!> Get all geometry points + procedure, private :: get_Xgi !!> Get i-th geometry point + procedure, private :: get_Xgid !!> Get i-th geometry point in a specific direction + generic :: get_Xg => get_Xg_all, get_Xgi, get_Xgid !!> Get geometry points + procedure, private :: get_Wc_all !!> Get all weights + procedure, private :: get_Wci !!> Get i-th weight + generic :: get_Wc => get_Wc_all, get_Wci !!> Get weights procedure :: get_Xt !!> Get parameter values procedure, private :: get_knot_all !!> Get all knot vectors procedure, private :: get_knoti !!> Get i-th knot value generic :: get_knot => get_knoti, get_knot_all !!> Get knot vector procedure :: get_ng !!> Get number of geometry points + procedure, private :: get_nc_dir !!> Get number of control points in a specific direction + procedure, private :: get_nc_all !!> Get number of control points in all directions + generic :: get_nc => get_nc_all, get_nc_dir !!> Get number of control points + procedure :: cmp_degree !!> Compute degree of the NURBS surface procedure, private :: get_degree_all!!> Get degree of the NURBS surface in both directions procedure, private :: get_degree_dir!!> Get degree of the NURBS surface in a specific direction generic :: get_degree => get_degree_all, get_degree_dir !!> Get degree of the NURBS surface @@ -58,13 +74,22 @@ module forcad_nurbs_surface procedure :: set_elem !!> Set IGA element connectivity procedure :: export_Xc !!> Export control points to VTK file procedure :: export_Xg !!> Export geometry points to VTK file + procedure :: export_Xth !!> Export parameter space to VTK file + procedure :: export_iges !!> Export the NURBS surface to IGES format procedure :: modify_Xc !!> Modify control points procedure :: modify_Wc !!> Modify weights - procedure :: get_multiplicity !!> Get multiplicity of the knot vector - procedure :: get_continuity !!> Get continuity of the surface - procedure :: get_nc !!> Get number of required control points - procedure :: derivative !!> Compute the derivative of the NURBS surface - procedure :: basis !!> Compute the basis functions of the NURBS surface + procedure :: get_multiplicity !!> Compute and return the multiplicity of the knot vector + procedure :: get_continuity !!> Compute and return the continuity of the NURBS surface + procedure :: cmp_nc !!> Compute number of required control points + procedure, private :: basis_vector !!> Compute the basis functions of the NURBS surface + procedure, private :: basis_scalar !!> Compute the basis functions of the NURBS surface + generic :: basis => basis_vector, basis_scalar !!> Compute the basis functions of the NURBS surface + procedure, private :: derivative_vector !!> Compute the derivative of the NURBS surface + procedure, private :: derivative_scalar !!> Compute the derivative of the NURBS surface + generic :: derivative => derivative_vector, derivative_scalar !!> Compute the derivative of the NURBS surface + procedure, private :: derivative2_vector !!> Compute the second derivative of the NURBS surface + procedure, private :: derivative2_scalar !!> Compute the second derivative of the NURBS surface + generic :: derivative2 => derivative2_vector, derivative2_scalar !!> Compute the second derivative of the NURBS surface procedure :: insert_knots !!> Insert knots into the knot vector procedure :: elevate_degree !!> Elevate degree procedure :: is_rational !!> Check if the NURBS surface is rational @@ -73,12 +98,48 @@ module forcad_nurbs_surface procedure :: rotate_Xg !!> Rotate geometry points procedure :: translate_Xc !!> Translate control points procedure :: translate_Xg !!> Translate geometry points + procedure :: show !!> Show the NURBS object using PyVista + procedure :: nearest_point !!> Find the nearest point on the NURBS surface (Approximation) + procedure :: nearest_point2 !!> Find the nearest point on the NURBS surface (Minimization - Newton's method) + procedure :: ansatz !!> Compute the shape functions, derivative of shape functions and dA + procedure :: cmp_area !!> Compute the area of the NURBS surface ! Shapes procedure :: set_tetragon !!> Set a tetragon + procedure :: set_ring !!> Set a ring + procedure :: set_half_ring !!> Set a half ring + procedure :: set_C !!> Set a C-shape end type !=============================================================================== + interface compute_Xg + module procedure compute_Xg_nurbs_2d + module procedure compute_Xg_bspline_2d + module procedure compute_Xg_nurbs_2d_1point + module procedure compute_Xg_bspline_2d_1point + end interface + + interface compute_Tgc + module procedure compute_Tgc_nurbs_2d_vector + module procedure compute_Tgc_bspline_2d_vector + module procedure compute_Tgc_nurbs_2d_scalar + module procedure compute_Tgc_bspline_2d_scalar + end interface + + interface compute_dTgc + module procedure compute_dTgc_nurbs_2d_vector + module procedure compute_dTgc_bspline_2d_vector + module procedure compute_dTgc_nurbs_2d_scalar + module procedure compute_dTgc_bspline_2d_scalar + end interface + + interface compute_d2Tgc + module procedure compute_d2Tgc_nurbs_2d_vector + module procedure compute_d2Tgc_bspline_2d_vector + module procedure compute_d2Tgc_nurbs_2d_scalar + module procedure compute_d2Tgc_bspline_2d_scalar + end interface + contains !=============================================================================== @@ -92,13 +153,23 @@ pure subroutine set1(this, knot1, knot2, Xc, Wc) real(rk), intent(in), contiguous :: Xc(:,:) real(rk), intent(in), contiguous, optional :: Wc(:) + if (allocated(this%knot1)) deallocate(this%knot1) + if (allocated(this%knot2)) deallocate(this%knot2) + if (allocated(this%Xc)) deallocate(this%Xc) + this%knot1 = knot1 this%knot2 = knot2 - this%degree = this%get_degree() - this%nc(1) = this%get_nc(1) - this%nc(2) = this%get_nc(2) + call this%cmp_degree() + call this%cmp_nc() this%Xc = Xc - if (present(Wc)) this%Wc = Wc + if (present(Wc)) then + if (size(Wc) /= this%nc(1)*this%nc(2)) then + error stop 'Number of weights does not match the number of control points.' + else + if (allocated(this%Wc)) deallocate(this%Wc) + this%Wc = Wc + end if + end if end subroutine !=============================================================================== @@ -119,8 +190,7 @@ pure subroutine set2(this, Xth_dir1, Xth_dir2, degree, continuity1, continuity2, this%knot2 = compute_knot_vector(Xth_dir2, degree(2), continuity2) this%degree(1) = degree(1) this%degree(2) = degree(2) - this%nc(1) = this%get_nc(1) - this%nc(2) = this%get_nc(2) + call this%cmp_nc() this%Xc = Xc if (present(Wc)) this%Wc = Wc end subroutine @@ -142,15 +212,17 @@ pure subroutine set3(this, nc, Xc, Wc) this%Xc = Xc this%nc = nc + if (allocated(this%knot1)) deallocate(this%knot1) allocate(this%knot1(2*this%nc(1))) this%knot1(1:this%nc(1)) = 0.0_rk this%knot1(this%nc(1)+1:2*this%nc(1)) = 1.0_rk + if (allocated(this%knot2)) deallocate(this%knot2) allocate(this%knot2(2*this%nc(2))) this%knot2(1:this%nc(2)) = 0.0_rk this%knot2(this%nc(2)+1:2*this%nc(2)) = 1.0_rk - this%degree = this%get_degree() + call this%cmp_degree() if (present(Wc)) then if (size(Wc) /= this%nc(1)*this%nc(2)) then error stop 'Number of weights does not match the number of control points.' @@ -163,6 +235,50 @@ pure subroutine set3(this, nc, Xc, Wc) !=============================================================================== + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine set4(this, degree, nc, Xc, Wc) + class(nurbs_surface), intent(inout) :: this + integer, intent(in), contiguous :: degree(:) + integer, intent(in), contiguous :: nc(:) + real(rk), intent(in), contiguous :: Xc(:,:) + real(rk), intent(in), contiguous, optional :: Wc(:) + integer :: m(2), i + + if (allocated(this%Xc)) deallocate(this%Xc) + + this%Xc = Xc + this%nc = nc + this%degree = degree + + ! Size of knot vectors + m = nc + degree + 1 + + if (allocated(this%knot1)) deallocate(this%knot1) + allocate(this%knot1(m(1))) + this%knot1(1:degree(1)+1) = 0.0_rk + this%knot1(degree(1)+2:m(1)-degree(1)-1) = [(real(i, rk)/(m(1)-2*degree(1)-1), i=1, m(1)-2*degree(1)-2)] + this%knot1(m(1)-degree(1):m(1)) = 1.0_rk + + if (allocated(this%knot2)) deallocate(this%knot2) + allocate(this%knot2(m(2))) + this%knot2(1:degree(2)+1) = 0.0_rk + this%knot2(degree(2)+2:m(2)-degree(2)-1) = [(real(i, rk)/(m(2)-2*degree(2)-1), i=1, m(2)-2*degree(2)-2)] + this%knot2(m(2)-degree(2):m(2)) = 1.0_rk + + if (present(Wc)) then + if (size(Wc) /= nc(1)*nc(2)) then + error stop 'Number of weights does not match the number of control points.' + else + if (allocated(this%Wc)) deallocate(this%Wc) + this%Wc = Wc + end if + end if + end subroutine + !=============================================================================== + + !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause @@ -171,15 +287,17 @@ pure subroutine create(this, res1, res2, Xt1, Xt2, Xt) integer, intent(in), optional :: res1, res2 real(rk), intent(in), contiguous, optional :: Xt1(:), Xt2(:) real(rk), contiguous, intent(in), optional :: Xt(:,:) - integer :: i, j - real(rk), allocatable :: Tgc1(:), Tgc2(:), Tgc(:) - real(rk), allocatable :: Xt_(:,:) + integer :: i ! check if (.not.allocated(this%Xc)) then error stop 'Control points are not set.' end if + if (.not.allocated(this%knot1) .or. .not.allocated(this%knot2)) then + error stop 'Knot vector(s) is/are not set.' + end if + ! Set parameter values if (present(Xt1)) then @@ -188,7 +306,7 @@ pure subroutine create(this, res1, res2, Xt1, Xt2, Xt) elseif (present(res1)) then if (allocated(this%Xt1)) deallocate(this%Xt1) allocate(this%Xt1(res1)) - this%Xt1 = [(real(i-1, rk) / real(res1-1, rk), i=1, res1)] + this%Xt1 = [(this%knot1(1)+(this%knot1(size(this%knot1))-this%knot1(1))*real(i-1,rk)/real(res1-1,rk), i=1, res1)] ! else ! this%Xt1 = this%Xt1 end if @@ -200,44 +318,30 @@ pure subroutine create(this, res1, res2, Xt1, Xt2, Xt) elseif (present(res2)) then if (allocated(this%Xt2)) deallocate(this%Xt2) allocate(this%Xt2(res2)) - this%Xt2 = [(real(i-1, rk) / real(res2-1, rk), i=1, res2)] + this%Xt2 = [(this%knot2(1)+(this%knot2(size(this%knot2))-this%knot2(1))*real(i-1,rk)/real(res2-1,rk), i=1, res2)] ! else ! this%Xt2 = this%Xt2 end if if (present(Xt)) then - Xt_ = Xt + this%Xt = Xt else ! Set number of geometry points this%ng(1) = size(this%Xt1,1) this%ng(2) = size(this%Xt2,1) - call ndgrid(this%Xt1, this%Xt2, Xt_) + call ndgrid(this%Xt1, this%Xt2, this%Xt) end if if (allocated(this%Xg)) deallocate(this%Xg) - allocate(this%Xg(size(Xt_,1), size(this%Xc,2))) if (this%is_rational()) then ! NURBS - do i = 1, size(Xt_, 1) - Tgc1 = basis_bspline(Xt_(i,1), this%knot1, this%nc(1), this%degree(1)) - Tgc2 = basis_bspline(Xt_(i,2), this%knot2, this%nc(2), this%degree(2)) - Tgc = kron(Tgc2, Tgc1) - Tgc = Tgc*(this%Wc/(dot_product(Tgc,this%Wc))) - do j = 1, size(this%Xc, 2) - this%Xg(i,j) = dot_product(Tgc,this%Xc(:,j)) - end do - end do + this%Xg = compute_Xg(& + this%Xt, this%knot1, this%knot2, this%degree, this%nc, this%ng, this%Xc, this%Wc) else ! B-Spline - do i = 1, size(Xt_, 1) - Tgc1 = basis_bspline(Xt_(i,1), this%knot1, this%nc(1), this%degree(1)) - Tgc2 = basis_bspline(Xt_(i,2), this%knot2, this%nc(2), this%degree(2)) - Tgc = kron(Tgc2, Tgc1) - do j = 1, size(this%Xc, 2) - this%Xg(i,j) = dot_product(Tgc,this%Xc(:,j)) - end do - end do + this%Xg = compute_Xg(& + this%Xt, this%knot1, this%knot2, this%degree, this%nc, this%ng, this%Xc) end if end subroutine !=============================================================================== @@ -246,7 +350,33 @@ pure subroutine create(this, res1, res2, Xt1, Xt2, Xt) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure function get_Xc(this) result(Xc) + pure function cmp_Xg(this, Xt) result(Xg) + class(nurbs_surface), intent(in) :: this + real(rk), contiguous, intent(in) :: Xt(:) + real(rk), allocatable :: Xg(:) + + ! check + if (.not.allocated(this%Xc)) then + error stop 'Control points are not set.' + end if + + if (.not.allocated(this%knot1) .or. .not.allocated(this%knot2)) then + error stop 'Knot vector(s) is/are not set.' + end if + + if (this%is_rational()) then ! NURBS + Xg = compute_Xg(Xt, this%knot1, this%knot2, this%degree, this%nc, this%Xc, this%Wc) + else ! B-Spline + Xg = compute_Xg(Xt, this%knot1, this%knot2, this%degree, this%nc, this%Xc) + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Xc_all(this) result(Xc) class(nurbs_surface), intent(in) :: this real(rk), allocatable :: Xc(:,:) @@ -262,7 +392,51 @@ pure function get_Xc(this) result(Xc) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure function get_Xg(this) result(Xg) + pure function get_Xci(this, n) result(Xc) + class(nurbs_surface), intent(in) :: this + integer, intent(in) :: n + real(rk), allocatable :: Xc(:) + + if (allocated(this%Xc)) then + if (nubound(this%Xc,1)) then + error stop 'Invalid index for control points.' + end if + Xc = this%Xc(n,:) + else + error stop 'Control points are not set.' + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Xcid(this, n, dir) result(Xc) + class(nurbs_surface), intent(in) :: this + integer, intent(in) :: n + integer, intent(in) :: dir + real(rk) :: Xc + + if (allocated(this%Xc)) then + if (nubound(this%Xc,1)) then + error stop 'Invalid index for control points.' + end if + if (dirubound(this%Xc,2)) then + error stop 'Invalid direction for control points.' + end if + Xc = this%Xc(n, dir) + else + error stop 'Control points are not set.' + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Xg_all(this) result(Xg) class(nurbs_surface), intent(in) :: this real(rk), allocatable :: Xg(:,:) @@ -278,14 +452,78 @@ pure function get_Xg(this) result(Xg) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure function get_Wc(this) result(Wc) + pure function get_Xgi(this, n) result(Xg) + class(nurbs_surface), intent(in) :: this + integer, intent(in) :: n + real(rk), allocatable :: Xg(:) + + if (allocated(this%Xg)) then + if (nubound(this%Xg,1)) then + error stop 'Invalid index for geometry points.' + end if + Xg = this%Xg(n,:) + else + error stop 'Control points are not set.' + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Xgid(this, n, dir) result(Xg) + class(nurbs_surface), intent(in) :: this + integer, intent(in) :: n + integer, intent(in) :: dir + real(rk) :: Xg + + if (allocated(this%Xg)) then + if (nubound(this%Xg,1)) then + error stop 'Invalid index for geometry points.' + end if + if (dirubound(this%Xg,2)) then + error stop 'Invalid direction for geometry points.' + end if + Xg = this%Xg(n, dir) + else + error stop 'Control points are not set.' + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Wc_all(this) result(Wc) class(nurbs_surface), intent(in) :: this real(rk), allocatable :: Wc(:) if (allocated(this%Wc)) then Wc = this%Wc else - error stop 'The NURBS surface is not rational.' + error stop 'The NURBS surface is not rational or weights are not set.' + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Wci(this, n) result(Wc) + class(nurbs_surface), intent(in) :: this + integer, intent(in) :: n + real(rk) :: Wc + + if (allocated(this%Wc)) then + if (nubound(this%Wc,1)) then + error stop 'Invalid index for weights.' + end if + Wc = this%Wc(n) + else + error stop 'The NURBS surface is not rational or weights are not set.' end if end function !=============================================================================== @@ -331,19 +569,44 @@ pure function get_ng(this) result(ng) !=============================================================================== + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine cmp_degree(this,dir) + class(nurbs_surface), intent(inout) :: this + integer, intent(in), optional :: dir + integer, allocatable :: m1(:), m2(:) + + if (present(dir)) then + if (dir == 1) then + m1 = this%get_multiplicity(1) + this%degree(1) = m1(1) - 1 + else if (dir == 2) then + m2 = this%get_multiplicity(2) + this%degree(2) = m2(1) - 1 + else + error stop 'Invalid direction for degree.' + end if + else + m1 = this%get_multiplicity(1) + this%degree(1) = m1(1) - 1 + + m2 = this%get_multiplicity(2) + this%degree(2) = m2(1) - 1 + end if + + end subroutine + !=============================================================================== + + !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause pure function get_degree_all(this) result(degree) class(nurbs_surface), intent(in) :: this integer :: degree(2) - integer, allocatable :: m1(:), m2(:) - - m1 = this%get_multiplicity(1) - m2 = this%get_multiplicity(2) - degree(1) = m1(1) - 1 - degree(2) = m2(1) - 1 + degree = this%degree end function !=============================================================================== @@ -355,14 +618,11 @@ pure function get_degree_dir(this,dir) result(degree) class(nurbs_surface), intent(in) :: this integer, intent(in) :: dir integer :: degree - integer, allocatable :: m1(:), m2(:) if (dir == 1) then - m1 = this%get_multiplicity(1) - degree = m1(1) - 1 + degree = this%degree(1) else if (dir == 2) then - m2 = this%get_multiplicity(2) - degree = m2(1) - 1 + degree = this%degree(2) else error stop 'Invalid direction for degree.' end if @@ -445,10 +705,12 @@ pure subroutine finalize(this) if (allocated(this%Wc)) deallocate(this%Wc) if (allocated(this%Xt1)) deallocate(this%Xt1) if (allocated(this%Xt2)) deallocate(this%Xt2) + if (allocated(this%Xt)) deallocate(this%Xt) if (allocated(this%knot1)) deallocate(this%knot1) if (allocated(this%knot2)) deallocate(this%knot2) if (allocated(this%elemConn_Xc_vis)) deallocate(this%elemConn_Xc_vis) if (allocated(this%elemConn_Xg_vis)) deallocate(this%elemConn_Xg_vis) + if (allocated(this%elemConn)) deallocate(this%elemConn) end subroutine !=============================================================================== @@ -490,10 +752,10 @@ pure function cmp_elem_Xg_vis(this, p) result(elemConn) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - impure subroutine export_Xc(this, filename) + impure subroutine export_Xc(this, filename, encoding) class(nurbs_surface), intent(in) :: this character(len=*), intent(in) :: filename - integer :: i, nc, nunit + character(len=*), intent(in), optional :: encoding integer, allocatable :: elemConn(:,:) ! check @@ -507,30 +769,7 @@ impure subroutine export_Xc(this, filename) elemConn = this%elemConn_Xc_vis end if - nc = size(this%Xc, 1) - - open(newunit=nunit, file=filename, action='write') - write(nunit,'(a)') '# vtk DataFile Version 2.0' - write(nunit,'(a)') 'Generated by ForCAD' - write(nunit,'(a)') 'ASCII' - write(nunit,'(a)') 'DATASET UNSTRUCTURED_GRID' - write(nunit,'(a," ",g0," ",a)') 'POINTS', nc, 'double' - - if (size(this%Xc,2) == 2) then - write(nunit,'(g0," ",g0," ",g0)') (this%Xc(i,1), this%Xc(i,2), 0.0_rk , i = 1, nc) - elseif (size(this%Xc,2) == 3) then - write(nunit,'(g0," ",g0," ",g0)') (this%Xc(i,1), this%Xc(i,2), this%Xc(i,3) , i = 1, nc) - else - error stop 'Invalid dimension for control points.' - end if - - write(nunit,'(a," ",g0," ",g0)') 'CELLS', size(elemConn,1), size(elemConn,1)*(size(elemConn,2)+1) - write(nunit,'(g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0)')& - (4, elemConn(i,1)-1,elemConn(i,2)-1,elemConn(i,4)-1,elemConn(i,3)-1, i = 1, size(elemConn,1)) - - write(nunit,'(a," ",g0)') 'CELL_TYPES', size(elemConn,1) - write(nunit,'(g0)') (9 , i = 1, size(elemConn,1)) - close(nunit) + call export_vtk_legacy(filename, this%Xc, elemConn, 9, encoding) end subroutine !=============================================================================== @@ -538,10 +777,10 @@ impure subroutine export_Xc(this, filename) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - impure subroutine export_Xg(this, filename) + impure subroutine export_Xg(this, filename, encoding) class(nurbs_surface), intent(in) :: this character(len=*), intent(in) :: filename - integer :: i, ng, nunit + character(len=*), intent(in), optional :: encoding integer, allocatable :: elemConn(:,:) ! check @@ -555,30 +794,155 @@ impure subroutine export_Xg(this, filename) elemConn = this%elemConn_Xg_vis end if - ng = size(this%Xg, 1) + call export_vtk_legacy(filename, this%Xg, elemConn, 9, encoding) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + impure subroutine export_Xth(this, filename, encoding) + class(nurbs_surface), intent(in) :: this + character(len=*), intent(in) :: filename + character(len=*), intent(in), optional :: encoding + integer, allocatable :: elemConn(:,:) + real(rk), allocatable :: Xth(:,:), Xth1(:), Xth2(:) + type(nurbs_surface) :: th + + Xth1 = unique(this%knot1) + Xth2 = unique(this%knot2) + call ndgrid(Xth1, Xth2, Xth) + + call th%set(& + [this%knot1(1),Xth1,this%knot1(size(this%knot1))],& + [this%knot2(1),Xth2,this%knot2(size(this%knot2))], Xth) + elemConn = th%cmp_elem() + + call export_vtk_legacy(filename, Xth, elemConn, 9, encoding) + end subroutine + !=============================================================================== + - open(newunit=nunit, file=filename, action='write') - write(nunit,'(a)') '# vtk DataFile Version 2.0' - write(nunit,'(a)') 'Generated by ForCAD' - write(nunit,'(a)') 'ASCII' - write(nunit,'(a)') 'DATASET UNSTRUCTURED_GRID' - write(nunit,'(a," ",g0," ",a)') 'POINTS', ng, 'double' + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + impure subroutine export_iges(this, filename) + use forIGES, only: Gsection_t, Dentry_t, entity128_t, DElist_t, PElist_t,& + makeSsection, makeGsection, makeDPsections, writeIGESfile, wp + + class(nurbs_surface), intent(inout) :: this + character(len=*), intent(in) :: filename + + type(Gsection_t) :: G + type(Dentry_t) :: D + type(entity128_t) :: surf128 + type(DElist_t) :: Dlist + type(PElist_t) :: Plist + character(80), allocatable :: Ssection(:), Gsection(:), Dsection(:), Psection(:), Ssec_out(:) + real(rk), allocatable :: W(:,:), X(:,:), Y(:,:), Z(:,:), S(:), T(:) + integer :: i, j, idx + integer :: K1, K2, M1, M2, N1, N2, prop3 + + ! Parameters consistent with the IGES definition + K1 = this%degree(1) + K2 = this%degree(2) + M1 = this%degree(1) + M2 = this%degree(2) + + ! Compute required N1 and N2 based on IGES standard + N1 = 1 + K1 - M1 + N2 = 1 + K2 - M2 + + ! Allocate exactly as expected by your IGES library + allocate(S(-M1:N1+K1), T(-M2:N2+K2)) + + ! Copy knots explicitly, matching IGES indexing exactly + do i = -M1, N1 + K1 + S(i) = this%knot1(i + M1 + 1) + end do + + do i = -M2, N2 + K2 + T(i) = this%knot2(i + M2 + 1) + end do - if (size(this%Xg,2) == 2) then - write(nunit,'(g0," ",g0," ",g0)') (this%Xg(i,1), this%Xg(i,2), 0.0_rk , i = 1, ng) - elseif (size(this%Xg,2) == 3) then - write(nunit,'(g0," ",g0," ",g0)') (this%Xg(i,1), this%Xg(i,2), this%Xg(i,3) , i = 1, ng) + ! Allocate and fill control point arrays + allocate(X(0:K1, 0:K2), Y(0:K1, 0:K2), Z(0:K1, 0:K2), W(0:K1, 0:K2)) + + ! Correctly map control points and weights + if (this%is_rational()) then + do j = 0, K2 + do i = 0, K1 + idx = j * this%nc(1) + i + 1 + X(i,j) = this%Xc(idx,1) + Y(i,j) = this%Xc(idx,2) + Z(i,j) = this%Xc(idx,3) + W(i,j) = this%Wc(idx) + end do + end do + prop3 = 1 ! Rational surface else - error stop 'Invalid dimension for geometry points.' + do j = 0, K2 + do i = 0, K1 + idx = j * this%nc(1) + i + 1 + X(i,j) = this%Xc(idx,1) + Y(i,j) = this%Xc(idx,2) + Z(i,j) = this%Xc(idx,3) + W(i,j) = 1.0_rk + end do + end do + prop3 = 0 ! b-Spline surface end if - write(nunit,'(a," ",g0," ",g0)') 'CELLS', size(elemConn,1), size(elemConn,1)*(size(elemConn,2)+1) - write(nunit,'(g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0)')& - (4, elemConn(i,1)-1,elemConn(i,2)-1,elemConn(i,4)-1,elemConn(i,3)-1, i = 1, size(elemConn,1)) - - write(nunit,'(a," ",g0)') 'CELL_TYPES', size(elemConn,1) - write(nunit,'(g0)') (9 , i = 1, size(elemConn,1)) - close(nunit) + ! Initialize IGES entity 128 (Rational B-spline Surface) + call surf128%init(& + DEP = 1,& + form = 0,& + K1 = K1,& + K2 = K2,& + M1 = M1,& + M2 = M2,& + PROP1 = 0,& + PROP2 = 0,& + PROP3 = prop3,& + PROP4 = 0,& + PROP5 = 0,& + S = real(S, kind=wp),& + T = real(T, kind=wp),& + W = real(W, kind=wp),& + X = real(X, kind=wp),& + Y = real(Y, kind=wp),& + Z = real(Z, kind=wp),& + U = real([minval(this%knot1), maxval(this%knot1)], kind=wp),& + V = real([minval(this%knot2), maxval(this%knot2)], kind=wp)) + + ! Directory entry + call D%init(entity_type=128, param_data=1, transformation_matrix=0, form_number=0) + + ! Create entity and directory lists + call Dlist%init() + call Plist%init() + call Dlist%append(D) + call Plist%append(surf128) + + ! Global section initialization + call G%init(filename=filename) + + ! S-section description + allocate(Ssection(1)) + Ssection(1) = 'ForCAD' + + ! Create IGES sections + call makeSsection(Ssection, Ssec_out) + call makeGsection(G, Gsection) + call makeDPsections(Dlist, Plist, Dsection, Psection) + + ! Write IGES file + call writeIGESfile(filename, Ssec_out, Gsection, Dsection, Psection) + + ! Cleanup + call Dlist%delete() + call Plist%delete() end subroutine !=============================================================================== @@ -594,7 +958,11 @@ pure subroutine modify_Xc(this,X,num,dir) if (allocated(this%Xc)) then this%Xc(num,dir) = X - call this%set(knot1 = this%knot1, knot2 = this%knot2, Xc = this%Xc, Wc = this%Wc) + if (allocated(this%Wc)) then + call this%set(knot1=this%get_knot(1), knot2=this%get_knot(2), Xc=this%get_Xc(), Wc=this%get_Wc()) + else + call this%set(knot1=this%get_knot(1), knot2=this%get_knot(2), Xc=this%get_Xc()) + end if else error stop 'Control points are not set.' end if @@ -612,7 +980,11 @@ pure subroutine modify_Wc(this,W,num) if (allocated(this%Wc)) then this%Wc(num) = W - call this%set(knot1 = this%knot1, knot2 = this%knot2, Xc = this%Xc, Wc = this%Wc) + if (allocated(this%knot1) .and. allocated(this%knot2)) then + call this%set(knot1=this%get_knot(1), knot2=this%get_knot(2), Xc=this%get_Xc(), Wc=this%get_Wc()) + else + call this%set(nc=this%nc, Xc=this%get_Xc(), Wc=this%get_Wc()) + end if else error stop 'The NURBS surface is not rational.' end if @@ -691,7 +1063,71 @@ pure function get_continuity(this, dir) result(c) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure function get_nc(this, dir) result(nc) + pure subroutine cmp_nc(this, dir) + class(nurbs_surface), intent(inout) :: this + integer, intent(in), optional :: dir + + if (present(dir)) then + + if (dir == 1) then + + ! check + if (.not.allocated(this%knot1)) then + error stop 'Knot vector is not set.' + else + this%nc(1) = sum(compute_multiplicity(this%knot1)) - this%degree(1) - 1 + end if + + elseif (dir == 2) then + + ! check + if (.not.allocated(this%knot2)) then + error stop 'Knot vector is not set.' + else + this%nc(2) = sum(compute_multiplicity(this%knot2)) - this%degree(2) - 1 + end if + + else + error stop 'Invalid direction.' + end if + + else + ! check + if (.not.allocated(this%knot1)) then + error stop 'Knot vector is not set.' + else + this%nc(1) = sum(compute_multiplicity(this%knot1)) - this%degree(1) - 1 + end if + + ! check + if (.not.allocated(this%knot2)) then + error stop 'Knot vector is not set.' + else + this%nc(2) = sum(compute_multiplicity(this%knot2)) - this%degree(2) - 1 + end if + + end if + + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_nc_all(this) result(nc) + class(nurbs_surface), intent(in) :: this + integer :: nc(2) + + nc = this%nc + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_nc_dir(this, dir) result(nc) class(nurbs_surface), intent(in) :: this integer, intent(in) :: dir integer :: nc @@ -725,14 +1161,13 @@ pure function get_nc(this, dir) result(nc) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure subroutine derivative(this, res1, res2, Xt1, Xt2, dTgc) + pure subroutine derivative_vector(this, res1, res2, Xt1, Xt2, dTgc, Tgc) class(nurbs_surface), intent(inout) :: this integer, intent(in), optional :: res1, res2 real(rk), intent(in), contiguous, optional :: Xt1(:), Xt2(:) - real(rk), allocatable, intent(out) :: dTgc(:,:) - real(rk), allocatable :: dTgci(:) + real(rk), allocatable, intent(out) :: dTgc(:,:,:) + real(rk), allocatable, intent(out), optional :: Tgc(:,:) integer :: i - real(rk), allocatable :: dTgc1(:), dTgc2(:) real(rk), allocatable :: Xt(:,:) ! Set parameter values @@ -742,7 +1177,7 @@ pure subroutine derivative(this, res1, res2, Xt1, Xt2, dTgc) elseif (present(res1)) then if (allocated(this%Xt1)) deallocate(this%Xt1) allocate(this%Xt1(res1)) - this%Xt1 = [(real(i-1, rk) / real(res1-1, rk), i=1, res1)] + this%Xt1 = [(this%knot1(1)+(this%knot1(size(this%knot1))-this%knot1(1))*real(i-1,rk)/real(res1-1,rk), i=1, res1)] ! else ! this%Xt1 = this%Xt1 end if @@ -754,7 +1189,7 @@ pure subroutine derivative(this, res1, res2, Xt1, Xt2, dTgc) elseif (present(res2)) then if (allocated(this%Xt2)) deallocate(this%Xt2) allocate(this%Xt2(res2)) - this%Xt2 = [(real(i-1, rk) / real(res2-1, rk), i=1, res2)] + this%Xt2 = [(this%knot2(1)+(this%knot2(size(this%knot2))-this%knot2(1))*real(i-1,rk)/real(res2-1,rk), i=1, res2)] ! else ! this%Xt2 = this%Xt2 end if @@ -765,23 +1200,100 @@ pure subroutine derivative(this, res1, res2, Xt1, Xt2, dTgc) call ndgrid(this%Xt1, this%Xt2, Xt) - allocate(dTgc(this%ng(1)*this%ng(2), this%nc(1)*this%nc(2))) - if (this%is_rational()) then ! NURBS - do i = 1, size(Xt, 1) - dTgc1 = basis_bspline_der(Xt(i,1), this%knot1, this%nc(1), this%degree(1)) - dTgc2 = basis_bspline_der(Xt(i,2), this%knot2, this%nc(2), this%degree(2)) - dTgci = kron(dTgc2, dTgc1) - dTgci = dTgci*(this%Wc/(dot_product(dTgci,this%Wc))) - dTgc(i,:) = dTgci - end do + call compute_dTgc(Xt, this%knot1, this%knot2, this%degree, this%nc, this%ng, this%Wc, dTgc, Tgc) else ! B-Spline - do i = 1, size(Xt, 1) - dTgc1 = basis_bspline_der(Xt(i,1), this%knot1, this%nc(1), this%degree(1)) - dTgc2 = basis_bspline_der(Xt(i,2), this%knot2, this%nc(2), this%degree(2)) - dTgci = kron(dTgc2, dTgc1) - dTgc(i,:) = dTgci - end do + call compute_dTgc(Xt, this%knot1, this%knot2, this%degree, this%nc, this%ng, dTgc, Tgc) + end if + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine derivative_scalar(this, Xt, dTgc, Tgc, elem) + class(nurbs_surface), intent(inout) :: this + real(rk), intent(in), contiguous :: Xt(:) + integer, intent(in), optional :: elem(:) + real(rk), allocatable, intent(out) :: dTgc(:,:) + real(rk), allocatable, intent(out), optional :: Tgc(:) + + if (this%is_rational()) then ! NURBS + call compute_dTgc(Xt, this%knot1, this%knot2, this%degree, this%nc, this%Wc, dTgc, Tgc, elem) + else ! B-Spline + call compute_dTgc(Xt, this%knot1, this%knot2, this%degree, this%nc, dTgc, Tgc, elem) + end if + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine derivative2_vector(this, res1, res2, Xt1, Xt2, d2Tgc, dTgc, Tgc) + class(nurbs_surface), intent(inout) :: this + integer, intent(in), optional :: res1, res2 + real(rk), intent(in), contiguous, optional :: Xt1(:), Xt2(:) + real(rk), allocatable, intent(out) :: d2Tgc(:,:,:) + real(rk), allocatable, intent(out), optional :: dTgc(:,:,:) + real(rk), allocatable, intent(out), optional :: Tgc(:,:) + integer :: i + real(rk), allocatable :: Xt(:,:) + + ! Set parameter values + if (present(Xt1)) then + if (allocated(this%Xt1)) deallocate(this%Xt1) + this%Xt1 = Xt1 + elseif (present(res1)) then + if (allocated(this%Xt1)) deallocate(this%Xt1) + allocate(this%Xt1(res1)) + this%Xt1 = [(this%knot1(1)+(this%knot1(size(this%knot1))-this%knot1(1))*real(i-1,rk)/real(res1-1,rk), i=1, res1)] + ! else + ! this%Xt1 = this%Xt1 + end if + + ! Set parameter values + if (present(Xt2)) then + if (allocated(this%Xt2)) deallocate(this%Xt2) + this%Xt2 = Xt2 + elseif (present(res2)) then + if (allocated(this%Xt2)) deallocate(this%Xt2) + allocate(this%Xt2(res2)) + this%Xt2 = [(this%knot2(1)+(this%knot2(size(this%knot2))-this%knot2(1))*real(i-1,rk)/real(res2-1,rk), i=1, res2)] + ! else + ! this%Xt2 = this%Xt2 + end if + + ! Set number of geometry points + this%ng(1) = size(this%Xt1,1) + this%ng(2) = size(this%Xt2,1) + + call ndgrid(this%Xt1, this%Xt2, Xt) + + if (this%is_rational()) then ! NURBS + call compute_d2Tgc(Xt, this%knot1, this%knot2, this%degree, this%nc, this%ng, this%Wc, d2Tgc, dTgc, Tgc) + else ! B-Spline + call compute_d2Tgc(Xt, this%knot1, this%knot2, this%degree, this%nc, this%ng, d2Tgc, dTgc, Tgc) + end if + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine derivative2_scalar(this, Xt, d2Tgc, dTgc, Tgc) + class(nurbs_surface), intent(inout) :: this + real(rk), intent(in), contiguous :: Xt(:) + real(rk), allocatable, intent(out) :: d2Tgc(:,:) + real(rk), allocatable, intent(out), optional :: dTgc(:,:) + real(rk), allocatable, intent(out), optional :: Tgc(:) + + if (this%is_rational()) then ! NURBS + call compute_d2Tgc(Xt, this%knot1, this%knot2, this%degree, this%nc, this%Wc, d2Tgc, dTgc, Tgc) + else ! B-Spline + call compute_d2Tgc(Xt, this%knot1, this%knot2, this%degree, this%nc, d2Tgc, dTgc, Tgc) end if end subroutine !=============================================================================== @@ -790,14 +1302,12 @@ pure subroutine derivative(this, res1, res2, Xt1, Xt2, dTgc) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure subroutine basis(this, res1, res2, Xt1, Xt2, Tgc) + pure subroutine basis_vector(this, res1, res2, Xt1, Xt2, Tgc) class(nurbs_surface), intent(inout) :: this integer, intent(in), optional :: res1, res2 real(rk), intent(in), contiguous, optional :: Xt1(:), Xt2(:) real(rk), allocatable, intent(out) :: Tgc(:,:) - real(rk), allocatable :: Tgci(:) integer :: i - real(rk), allocatable :: Tgc1(:), Tgc2(:) real(rk), allocatable :: Xt(:,:) ! Set parameter values @@ -807,7 +1317,7 @@ pure subroutine basis(this, res1, res2, Xt1, Xt2, Tgc) elseif (present(res1)) then if (allocated(this%Xt1)) deallocate(this%Xt1) allocate(this%Xt1(res1)) - this%Xt1 = [(real(i-1, rk) / real(res1-1, rk), i=1, res1)] + this%Xt1 = [(this%knot1(1)+(this%knot1(size(this%knot1))-this%knot1(1))*real(i-1,rk)/real(res1-1,rk), i=1, res1)] ! else ! this%Xt1 = this%Xt1 end if @@ -819,7 +1329,7 @@ pure subroutine basis(this, res1, res2, Xt1, Xt2, Tgc) elseif (present(res2)) then if (allocated(this%Xt2)) deallocate(this%Xt2) allocate(this%Xt2(res2)) - this%Xt2 = [(real(i-1, rk) / real(res2-1, rk), i=1, res2)] + this%Xt2 = [(this%knot2(1)+(this%knot2(size(this%knot2))-this%knot2(1))*real(i-1,rk)/real(res2-1,rk), i=1, res2)] ! else ! this%Xt2 = this%Xt2 end if @@ -830,23 +1340,27 @@ pure subroutine basis(this, res1, res2, Xt1, Xt2, Tgc) call ndgrid(this%Xt1, this%Xt2, Xt) - allocate(Tgc(this%ng(1)*this%ng(2), this%nc(1)*this%nc(2))) + if (this%is_rational()) then ! NURBS + Tgc = compute_Tgc(Xt, this%knot1, this%knot2, this%degree, this%nc, this%ng, this%Wc) + else ! B-Spline + Tgc = compute_Tgc(Xt, this%knot1, this%knot2, this%degree, this%nc, this%ng) + end if + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine basis_scalar(this, Xt, Tgc) + class(nurbs_surface), intent(inout) :: this + real(rk), intent(in) :: Xt(:) + real(rk), allocatable, intent(out) :: Tgc(:) if (this%is_rational()) then ! NURBS - do i = 1, size(Xt, 1) - Tgc1 = basis_bspline(Xt(i,1), this%knot1, this%nc(1), this%degree(1)) - Tgc2 = basis_bspline(Xt(i,2), this%knot2, this%nc(2), this%degree(2)) - Tgci = kron(Tgc2, Tgc1) - Tgci = Tgci*(this%Wc/(dot_product(Tgci,this%Wc))) - Tgc(i,:) = Tgci - end do + Tgc = compute_Tgc(Xt, this%knot1, this%knot2, this%degree, this%nc, this%Wc) else ! B-Spline - do i = 1, size(Xt, 1) - Tgc1 = basis_bspline(Xt(i,1), this%knot1, this%nc(1), this%degree(1)) - Tgc2 = basis_bspline(Xt(i,2), this%knot2, this%nc(2), this%degree(2)) - Tgci = kron(Tgc2, Tgc1) - Tgc(i,:) = Tgci - end do + Tgc = compute_Tgc(Xt, this%knot1, this%knot2, this%degree, this%nc) end if end subroutine !=============================================================================== @@ -860,7 +1374,7 @@ pure subroutine insert_knots(this, dir ,Xth,r) integer, intent(in) :: dir real(rk), intent(in), contiguous :: Xth(:) integer, intent(in), contiguous :: r(:) - integer :: k, i, s, dim, j, n_new + integer :: k, i, s, d, j, n_new real(rk), allocatable :: Xc(:,:), Xcw(:,:), Xcw_new(:,:), Xc_new(:,:), Wc_new(:), knot_new(:) real(rk), allocatable:: Xc3(:,:,:) @@ -877,14 +1391,14 @@ pure subroutine insert_knots(this, dir ,Xth,r) s = 0 end if - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) end do - Xcw(:,dim+1) = this%Wc(:) + Xcw(:,d+1) = this%Wc(:) - Xcw = reshape(Xcw,[this%nc(1),this%nc(2)*(dim+1)]) + Xcw = reshape(Xcw,[this%nc(1),this%nc(2)*(d+1)]) call insert_knot_A_5_1(& this%degree(1),& @@ -898,17 +1412,16 @@ pure subroutine insert_knots(this, dir ,Xth,r) knot_new,& Xcw_new) - Xcw_new = reshape(Xcw_new,[this%nc(2)*(n_new+1),dim+1]) + Xcw_new = reshape(Xcw_new,[this%nc(2)*(n_new+1),d+1]) - allocate(Xc_new(1:this%nc(2)*(n_new+1),1:dim)) + allocate(Xc_new(1:this%nc(2)*(n_new+1),1:d)) allocate(Wc_new(1:this%nc(2)*(n_new+1))) do j = 1, this%nc(2)*(n_new+1) - Xc_new(j,1:dim) = Xcw_new(j,1:dim)/Xcw_new(j,dim+1) + Xc_new(j,1:d) = Xcw_new(j,1:d)/Xcw_new(j,d+1) end do - Wc_new(:) = Xcw_new(:,dim+1) + Wc_new(:) = Xcw_new(:,d+1) - deallocate(this%Xc, this%knot1, this%Wc) - call this%set(knot1=knot_new, knot2=this%knot2, Xc=Xc_new, Wc=Wc_new) + call this%set(knot1=knot_new, knot2=this%get_knot(2), Xc=Xc_new, Wc=Wc_new) deallocate(Xcw, Xcw_new, Xc_new, Wc_new) end do @@ -923,9 +1436,9 @@ pure subroutine insert_knots(this, dir ,Xth,r) s = 0 end if - dim = size(this%Xc,2) + d = size(this%Xc,2) - Xc = reshape(this%Xc,[this%nc(1),this%nc(2)*dim]) + Xc = reshape(this%Xc,[this%nc(1),this%nc(2)*d]) call insert_knot_A_5_1(& this%degree(1),& @@ -939,10 +1452,9 @@ pure subroutine insert_knots(this, dir ,Xth,r) knot_new,& Xc_new) - Xc_new = reshape(Xc_new,[(this%nc(2))*(n_new+1),dim]) + Xc_new = reshape(Xc_new,[(this%nc(2))*(n_new+1),d]) - deallocate(this%Xc, this%knot1) - call this%set(knot1=knot_new, knot2=this%knot2, Xc=Xc_new) + call this%set(knot1=knot_new, knot2=this%get_knot(2), Xc=Xc_new) end do end if @@ -960,16 +1472,16 @@ pure subroutine insert_knots(this, dir ,Xth,r) s = 0 end if - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) end do - Xcw(:,dim+1) = this%Wc(:) + Xcw(:,d+1) = this%Wc(:) - Xc3 = reshape(Xcw, [this%nc(1),this%nc(2),dim+1]) - Xc3 = reshape(Xc3, [this%nc(2),this%nc(1),dim+1], order=[2,1,3]) - Xcw = reshape(Xc3,[this%nc(2),this%nc(1)*(dim+1)]) + Xc3 = reshape(Xcw, [this%nc(1),this%nc(2),d+1]) + Xc3 = reshape(Xc3, [this%nc(2),this%nc(1),d+1], order=[2,1,3]) + Xcw = reshape(Xc3,[this%nc(2),this%nc(1)*(d+1)]) call insert_knot_A_5_1(& this%degree(2),& @@ -983,19 +1495,18 @@ pure subroutine insert_knots(this, dir ,Xth,r) knot_new,& Xcw_new) - Xc3 = reshape(Xcw_new, [n_new+1,this%nc(1),dim+1]) - Xc3 = reshape(Xc3, [this%nc(1),n_new+1,dim+1], order=[2,1,3]) - Xcw_new = reshape(Xc3,[(this%nc(1))*(n_new+1),dim+1]) + Xc3 = reshape(Xcw_new, [n_new+1,this%nc(1),d+1]) + Xc3 = reshape(Xc3, [this%nc(1),n_new+1,d+1], order=[2,1,3]) + Xcw_new = reshape(Xc3,[(this%nc(1))*(n_new+1),d+1]) - allocate(Xc_new(1:(n_new+1)*this%nc(1),1:dim)) + allocate(Xc_new(1:(n_new+1)*this%nc(1),1:d)) allocate(Wc_new(1:(n_new+1)*this%nc(1))) do j = 1, (n_new+1)*this%nc(1) - Xc_new(j,1:dim) = Xcw_new(j,1:dim)/Xcw_new(j,dim+1) + Xc_new(j,1:d) = Xcw_new(j,1:d)/Xcw_new(j,d+1) end do - Wc_new(:) = Xcw_new(:,dim+1) + Wc_new(:) = Xcw_new(:,d+1) - deallocate(this%Xc, this%knot2, this%Wc) - call this%set(knot2=knot_new, knot1=this%knot1, Xc=Xc_new, Wc=Wc_new) + call this%set(knot1=this%get_knot(1), knot2=knot_new, Xc=Xc_new, Wc=Wc_new) deallocate(Xcw, Xcw_new, Xc_new, Wc_new) end do @@ -1009,11 +1520,11 @@ pure subroutine insert_knots(this, dir ,Xth,r) s = 0 end if - dim = size(this%Xc,2) + d = size(this%Xc,2) - Xc3 = reshape(this%Xc, [this%nc(1),this%nc(2),dim]) - Xc3 = reshape(Xc3, [this%nc(2),this%nc(1),dim], order=[2,1,3]) - Xc = reshape(Xc3,[this%nc(2),this%nc(1)*dim]) + Xc3 = reshape(this%Xc, [this%nc(1),this%nc(2),d]) + Xc3 = reshape(Xc3, [this%nc(2),this%nc(1),d], order=[2,1,3]) + Xc = reshape(Xc3,[this%nc(2),this%nc(1)*d]) call insert_knot_A_5_1(& this%degree(2),& @@ -1027,12 +1538,11 @@ pure subroutine insert_knots(this, dir ,Xth,r) knot_new,& Xc_new) - Xc3 = reshape(Xc_new, [n_new+1,this%nc(1),dim]) - Xc3 = reshape(Xc3, [this%nc(1),n_new+1,dim], order=[2,1,3]) - Xc_new = reshape(Xc3,[(this%nc(1))*(n_new+1),dim]) + Xc3 = reshape(Xc_new, [n_new+1,this%nc(1),d]) + Xc3 = reshape(Xc3, [this%nc(1),n_new+1,d], order=[2,1,3]) + Xc_new = reshape(Xc3,[(this%nc(1))*(n_new+1),d]) - deallocate(this%Xc, this%knot2) - call this%set(knot2=knot_new, knot1=this%knot1, Xc=Xc_new) + call this%set(knot1=this%get_knot(1), knot2=knot_new, Xc=Xc_new) end do @@ -1054,7 +1564,7 @@ pure subroutine elevate_degree(this, dir, t) integer, intent(in) :: dir integer, intent(in) :: t real(rk), allocatable :: Xc(:,:), Xcw(:,:), Xcw_new(:,:), knot_new(:), Xc_new(:,:), Wc_new(:) - integer :: dim, j, nc_new + integer :: d, j, nc_new real(rk), allocatable:: Xc3(:,:,:) @@ -1062,42 +1572,40 @@ pure subroutine elevate_degree(this, dir, t) if(this%is_rational()) then ! NURBS - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) end do - Xcw(:,dim+1) = this%Wc(:) + Xcw(:,d+1) = this%Wc(:) - Xcw = reshape(Xcw,[this%nc(1),this%nc(2)*(dim+1)],order=[1,2]) + Xcw = reshape(Xcw,[this%nc(1),this%nc(2)*(d+1)],order=[1,2]) call elevate_degree_A_5_9(t, this%knot1, this%degree(1), Xcw, nc_new, knot_new, Xcw_new) - Xcw_new = reshape(Xcw_new,[this%nc(2)*nc_new,dim+1],order=[1,2]) + Xcw_new = reshape(Xcw_new,[this%nc(2)*nc_new,d+1],order=[1,2]) - allocate(Xc_new(1:this%nc(2)*nc_new,1:dim)) + allocate(Xc_new(1:this%nc(2)*nc_new,1:d)) allocate(Wc_new(1:this%nc(2)*nc_new)) do j = 1, this%nc(2)*nc_new - Xc_new(j,1:dim) = Xcw_new(j,1:dim)/Xcw_new(j,dim+1) + Xc_new(j,1:d) = Xcw_new(j,1:d)/Xcw_new(j,d+1) end do - Wc_new(:) = Xcw_new(:,dim+1) + Wc_new(:) = Xcw_new(:,d+1) - deallocate(this%Xc, this%knot1, this%Wc) - call this%set(knot1=knot_new, knot2=this%knot2, Xc=Xc_new, Wc=Wc_new) + call this%set(knot1=knot_new, knot2=this%get_knot(2), Xc=Xc_new, Wc=Wc_new) deallocate(Xcw, Xcw_new, Xc_new, Wc_new) else ! B-Spline - dim = size(this%Xc,2) - Xc = reshape(this%Xc,[this%nc(1),this%nc(2)*(dim)],order=[1,2]) + d = size(this%Xc,2) + Xc = reshape(this%Xc,[this%nc(1),this%nc(2)*(d)],order=[1,2]) call elevate_degree_A_5_9(t, this%knot1, this%degree(1), Xc, nc_new, knot_new, Xc_new) - Xc_new = reshape(Xc_new,[this%nc(2)*nc_new,dim],order=[1,2]) + Xc_new = reshape(Xc_new,[this%nc(2)*nc_new,d],order=[1,2]) - deallocate(this%Xc, this%knot1) - call this%set(knot1=knot_new, knot2=this%knot2, Xc=Xc_new) + call this%set(knot1=knot_new, knot2=this%get_knot(2), Xc=Xc_new) deallocate(Xc, Xc_new) end if @@ -1106,52 +1614,50 @@ pure subroutine elevate_degree(this, dir, t) if(this%is_rational()) then ! NURBS - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) end do - Xcw(:,dim+1) = this%Wc(:) + Xcw(:,d+1) = this%Wc(:) - Xc3 = reshape(Xcw, [this%nc(1),this%nc(2),dim+1]) - Xc3 = reshape(Xc3, [this%nc(2),this%nc(1),dim+1], order=[2,1,3]) - Xcw = reshape(Xc3,[this%nc(2),this%nc(1)*(dim+1)]) + Xc3 = reshape(Xcw, [this%nc(1),this%nc(2),d+1]) + Xc3 = reshape(Xc3, [this%nc(2),this%nc(1),d+1], order=[2,1,3]) + Xcw = reshape(Xc3,[this%nc(2),this%nc(1)*(d+1)]) call elevate_degree_A_5_9(t, this%knot2, this%degree(2), Xcw, nc_new, knot_new, Xcw_new) - Xc3 = reshape(Xcw_new, [nc_new,this%nc(1),dim+1]) - Xc3 = reshape(Xc3, [this%nc(1),nc_new,dim+1], order=[2,1,3]) - Xcw_new = reshape(Xc3,[(this%nc(1))*nc_new,dim+1]) + Xc3 = reshape(Xcw_new, [nc_new,this%nc(1),d+1]) + Xc3 = reshape(Xc3, [this%nc(1),nc_new,d+1], order=[2,1,3]) + Xcw_new = reshape(Xc3,[(this%nc(1))*nc_new,d+1]) - allocate(Xc_new(1:nc_new*this%nc(1),1:dim)) + allocate(Xc_new(1:nc_new*this%nc(1),1:d)) allocate(Wc_new(1:nc_new*this%nc(1))) do j = 1, nc_new*this%nc(1) - Xc_new(j,1:dim) = Xcw_new(j,1:dim)/Xcw_new(j,dim+1) + Xc_new(j,1:d) = Xcw_new(j,1:d)/Xcw_new(j,d+1) end do - Wc_new(:) = Xcw_new(:,dim+1) + Wc_new(:) = Xcw_new(:,d+1) - deallocate(this%Xc, this%knot2, this%Wc) - call this%set(knot2=knot_new, knot1=this%knot1, Xc=Xc_new, Wc=Wc_new) + call this%set(knot1=this%get_knot(1), knot2=knot_new, Xc=Xc_new, Wc=Wc_new) deallocate(Xcw, Xcw_new, Xc_new, Wc_new) else ! B-Spline - dim = size(this%Xc,2) + d = size(this%Xc,2) - Xc3 = reshape(this%Xc, [this%nc(1),this%nc(2),dim]) - Xc3 = reshape(Xc3, [this%nc(2),this%nc(1),dim], order=[2,1,3]) - Xc = reshape(Xc3,[this%nc(2),this%nc(1)*dim]) + Xc3 = reshape(this%Xc, [this%nc(1),this%nc(2),d]) + Xc3 = reshape(Xc3, [this%nc(2),this%nc(1),d], order=[2,1,3]) + Xc = reshape(Xc3,[this%nc(2),this%nc(1)*d]) call elevate_degree_A_5_9(t, this%knot2, this%degree(2), Xc, nc_new, knot_new, Xc_new) - Xc3 = reshape(Xc_new, [nc_new,this%nc(1),dim]) - Xc3 = reshape(Xc3, [this%nc(1),nc_new,dim], order=[2,1,3]) - Xc_new = reshape(Xc3,[(this%nc(1))*nc_new,dim]) + Xc3 = reshape(Xc_new, [nc_new,this%nc(1),d]) + Xc3 = reshape(Xc3, [this%nc(1),nc_new,d], order=[2,1,3]) + Xc_new = reshape(Xc3,[(this%nc(1))*nc_new,d]) - deallocate(this%Xc, this%knot2) - call this%set(knot2=knot_new, knot1=this%knot1, Xc=Xc_new) + call this%set(knot1=this%get_knot(1), knot2=knot_new, Xc=Xc_new) end if @@ -1263,7 +1769,7 @@ pure subroutine remove_knots(this, dir ,Xth,r) integer, intent(in) :: dir real(rk), intent(in), contiguous :: Xth(:) integer, intent(in), contiguous :: r(:) - integer :: k, i, s, dim, j, nc_new, t + integer :: k, i, s, d, j, nc_new, t real(rk), allocatable :: Xc(:,:), Xcw(:,:), Xcw_new(:,:), Xc_new(:,:), Wc_new(:), knot_new(:) real(rk), allocatable:: Xc3(:,:,:) @@ -1281,14 +1787,14 @@ pure subroutine remove_knots(this, dir ,Xth,r) end if k = k + 1 - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) end do - Xcw(:,dim+1) = this%Wc(:) + Xcw(:,d+1) = this%Wc(:) - Xcw = reshape(Xcw,[this%nc(1),this%nc(2)*(dim+1)],order=[1,2]) + Xcw = reshape(Xcw,[this%nc(1),this%nc(2)*(d+1)],order=[1,2]) call remove_knots_A_5_8(& this%degree(1),& @@ -1308,18 +1814,17 @@ pure subroutine remove_knots(this, dir ,Xth,r) ! no change else nc_new = size(Xcw_new,1) - Xcw_new = reshape(Xcw_new,[this%nc(2)*(nc_new),dim+1],order=[1,2]) + Xcw_new = reshape(Xcw_new,[this%nc(2)*(nc_new),d+1],order=[1,2]) - allocate(Xc_new(1:this%nc(2)*(nc_new),1:dim)) + allocate(Xc_new(1:this%nc(2)*(nc_new),1:d)) allocate(Wc_new(1:this%nc(2)*(nc_new))) do j = 1, this%nc(2)*(nc_new) - Xc_new(j,1:dim) = Xcw_new(j,1:dim)/Xcw_new(j,dim+1) + Xc_new(j,1:d) = Xcw_new(j,1:d)/Xcw_new(j,d+1) end do - Wc_new(:) = Xcw_new(:,dim+1) + Wc_new(:) = Xcw_new(:,d+1) - deallocate(this%Xc, this%knot1, this%Wc) - call this%set(knot1=knot_new, knot2=this%knot2, Xc=Xc_new, Wc=Wc_new) + call this%set(knot1=knot_new, knot2=this%get_knot(2), Xc=Xc_new, Wc=Wc_new) deallocate(Xcw_new, Xc_new, Wc_new) end if end do @@ -1336,9 +1841,9 @@ pure subroutine remove_knots(this, dir ,Xth,r) end if k = k + 1 - dim = size(this%Xc,2) + d = size(this%Xc,2) - Xc = reshape(this%Xc,[this%nc(1),this%nc(2)*dim],order=[1,2]) + Xc = reshape(this%Xc,[this%nc(1),this%nc(2)*d],order=[1,2]) call remove_knots_A_5_8(& this%degree(1),& @@ -1358,10 +1863,9 @@ pure subroutine remove_knots(this, dir ,Xth,r) ! no change else nc_new = size(Xc_new,1) - Xc_new = reshape(Xc_new,[(this%nc(2))*(nc_new),dim],order=[1,2]) + Xc_new = reshape(Xc_new,[(this%nc(2))*(nc_new),d],order=[1,2]) - deallocate(this%Xc, this%knot1) - call this%set(knot1=knot_new, knot2=this%knot2, Xc=Xc_new) + call this%set(knot1=knot_new, knot2=this%get_knot(2), Xc=Xc_new) end if end do @@ -1381,17 +1885,17 @@ pure subroutine remove_knots(this, dir ,Xth,r) end if k = k + 1 - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) end do - Xcw(:,dim+1) = this%Wc(:) + Xcw(:,d+1) = this%Wc(:) - Xc3 = reshape(Xcw, [this%nc(1),this%nc(2),dim+1]) - Xc3 = reshape(Xc3, [this%nc(2),this%nc(1),dim+1], order=[2,1,3]) - Xcw = reshape(Xc3, [this%nc(2),this%nc(1)*(dim+1)]) + Xc3 = reshape(Xcw, [this%nc(1),this%nc(2),d+1]) + Xc3 = reshape(Xc3, [this%nc(2),this%nc(1),d+1], order=[2,1,3]) + Xcw = reshape(Xc3, [this%nc(2),this%nc(1)*(d+1)]) call remove_knots_A_5_8(& this%degree(2),& @@ -1412,20 +1916,19 @@ pure subroutine remove_knots(this, dir ,Xth,r) else nc_new = size(Xcw_new,1) - Xc3 = reshape(Xcw_new, [nc_new,this%nc(1),dim+1]) - Xc3 = reshape(Xc3, [this%nc(1),nc_new,dim+1], order=[2,1,3]) - Xcw_new = reshape(Xc3,[(this%nc(1))*(nc_new),dim+1]) + Xc3 = reshape(Xcw_new, [nc_new,this%nc(1),d+1]) + Xc3 = reshape(Xc3, [this%nc(1),nc_new,d+1], order=[2,1,3]) + Xcw_new = reshape(Xc3,[(this%nc(1))*(nc_new),d+1]) - allocate(Xc_new(1:(nc_new)*this%nc(1),1:dim)) + allocate(Xc_new(1:(nc_new)*this%nc(1),1:d)) allocate(Wc_new(1:(nc_new)*this%nc(1))) do j = 1, (nc_new)*this%nc(1) - Xc_new(j,1:dim) = Xcw_new(j,1:dim)/Xcw_new(j,dim+1) + Xc_new(j,1:d) = Xcw_new(j,1:d)/Xcw_new(j,d+1) end do - Wc_new(:) = Xcw_new(:,dim+1) + Wc_new(:) = Xcw_new(:,d+1) - deallocate(this%Xc, this%knot2, this%Wc) - call this%set(knot2=knot_new, knot1=this%knot1, Xc=Xc_new, Wc=Wc_new) + call this%set(knot1=this%get_knot(1), knot2=knot_new, Xc=Xc_new, Wc=Wc_new) deallocate(Xcw_new, Xc_new, Wc_new) end if @@ -1442,11 +1945,11 @@ pure subroutine remove_knots(this, dir ,Xth,r) end if k = k + 1 - dim = size(this%Xc,2) + d = size(this%Xc,2) - Xc3 = reshape(this%Xc, [this%nc(1),this%nc(2),dim]) - Xc3 = reshape(Xc3, [this%nc(2),this%nc(1),dim], order=[2,1,3]) - Xc = reshape(Xc3,[this%nc(2),this%nc(1)*dim]) + Xc3 = reshape(this%Xc, [this%nc(1),this%nc(2),d]) + Xc3 = reshape(Xc3, [this%nc(2),this%nc(1),d], order=[2,1,3]) + Xc = reshape(Xc3,[this%nc(2),this%nc(1)*d]) call remove_knots_A_5_8(& this%degree(2),& @@ -1467,12 +1970,11 @@ pure subroutine remove_knots(this, dir ,Xth,r) else nc_new = size(Xc_new,1) - Xc3 = reshape(Xc_new, [nc_new,this%nc(1),dim]) - Xc3 = reshape(Xc3, [this%nc(1),nc_new,dim], order=[2,1,3]) - Xc_new = reshape(Xc3,[(this%nc(1))*(nc_new),dim]) + Xc3 = reshape(Xc_new, [nc_new,this%nc(1),d]) + Xc3 = reshape(Xc3, [this%nc(1),nc_new,d], order=[2,1,3]) + Xc_new = reshape(Xc3,[(this%nc(1))*(nc_new),d]) - deallocate(this%Xc, this%knot2) - call this%set(knot2=knot_new, knot1=this%knot1, Xc=Xc_new) + call this%set(knot1=this%get_knot(1), knot2=knot_new, Xc=Xc_new) end if end do @@ -1577,4 +2079,1041 @@ pure subroutine translate_Xg(this, vec) end subroutine !=============================================================================== -end module forcad_nurbs_surface + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + impure subroutine show(this, vtkfile_Xc, vtkfile_Xg) + class(nurbs_surface), intent(inout) :: this + character(len=*), intent(in) :: vtkfile_Xc, vtkfile_Xg + character(len=3000) :: pyvista_script + + pyvista_script = & + "import pyvista as pv"//achar(10)//& + "pv.global_theme.color = 'white'"//achar(10)//& + "Xc = pv.read('"//trim(vtkfile_Xc)//"')"//achar(10)//& + "Xg = pv.read('"//trim(vtkfile_Xg)//"')"//achar(10)//& + "p = pv.Plotter(lighting='light kit')"//achar(10)//& + "actor_Xcp = p.add_mesh("//achar(10)//& + " Xc,"//achar(10)//& + " style='points',"//achar(10)//& + " point_size=10,"//achar(10)//& + " color='red',"//achar(10)//& + " render_points_as_spheres=True,"//achar(10)//& + " opacity=0.5,"//achar(10)//& + ")"//achar(10)//& + "actor_Xcw = p.add_mesh("//achar(10)//& + " Xc,"//achar(10)//& + " show_edges=True,"//achar(10)//& + " color='yellow',"//achar(10)//& + " line_width=3,"//achar(10)//& + " style='wireframe',"//achar(10)//& + " opacity=0.2"//achar(10)//& + ")"//achar(10)//& + "actor_Xg = p.add_mesh("//achar(10)//& + " Xg,"//achar(10)//& + " show_edges=False,"//achar(10)//& + " color='cyan',"//achar(10)//& + " line_width=7,"//achar(10)//& + " metallic=0.6,"//achar(10)//& + " pbr=True,"//achar(10)//& + " split_sharp_edges=True,"//achar(10)//& + ")"//achar(10)//& + "p.add_axes(interactive=False)"//achar(10)//& + "def point_picker_callback(point):"//achar(10)//& + " mesh = Xc"//achar(10)//& + " point_id = mesh.find_closest_point(point)"//achar(10)//& + " point_coords = mesh.points[point_id]"//achar(10)//& + " label = f'ID: {point_id + 1}\n({point_coords[0]:.3f}, {point_coords[1]:.3f}, {point_coords[2]:.3f})'"//achar(10)//& + " p.add_point_labels("//achar(10)//& + " [point_coords],"//achar(10)//& + " [label],"//achar(10)//& + " font_size=14,"//achar(10)//& + " text_color='black',"//achar(10)//& + " show_points=False,"//achar(10)//& + " fill_shape=False,"//achar(10)//& + " shape=None,"//achar(10)//& + " )"//achar(10)//& + "picker = p.enable_point_picking(callback=point_picker_callback, show_message=False)"//achar(10)//& + "window_size = p.window_size"//achar(10)//& + "y_pos = window_size[1]"//achar(10)//& + "def Xcp_toggle_vis(flag):"//achar(10)//& + " actor_Xcp.SetVisibility(flag)"//achar(10)//& + "def Xcw_toggle_vis(flag):"//achar(10)//& + " actor_Xcw.SetVisibility(flag)"//achar(10)//& + "def Xg_toggle_vis(flag):"//achar(10)//& + " actor_Xg.SetVisibility(flag)"//achar(10)//& + "p.add_checkbox_button_widget("//achar(10)//& + " Xcp_toggle_vis,"//achar(10)//& + " value=True,"//achar(10)//& + " color_on='red',"//achar(10)//& + " size=25,"//achar(10)//& + " position=(0, y_pos - 1 * 25),"//achar(10)//& + ")"//achar(10)//& + "p.add_checkbox_button_widget("//achar(10)//& + " Xcw_toggle_vis,"//achar(10)//& + " value=True,"//achar(10)//& + " color_on='yellow',"//achar(10)//& + " size=25,"//achar(10)//& + " position=(0, y_pos - 2 * 25),"//achar(10)//& + ")"//achar(10)//& + "p.add_checkbox_button_widget("//achar(10)//& + " Xg_toggle_vis,"//achar(10)//& + " value=True,"//achar(10)//& + " color_on='cyan',"//achar(10)//& + " size=25,"//achar(10)//& + " position=(0, y_pos - 3 * 25),"//achar(10)//& + ")"//achar(10)//& + "p.add_text("//achar(10)//& + " 'Xc (Points)',"//achar(10)//& + " position=(25 + 3, y_pos - 1 * 25),"//achar(10)//& + " font_size=8,"//achar(10)//& + " color='black',"//achar(10)//& + " font='times',"//achar(10)//& + ")"//achar(10)//& + "p.add_text("//achar(10)//& + " 'Xc (Control geometry)',"//achar(10)//& + " position=(25 + 3, y_pos - 2 * 25),"//achar(10)//& + " font_size=8,"//achar(10)//& + " color='black',"//achar(10)//& + " font='times',"//achar(10)//& + ")"//achar(10)//& + "p.add_text("//achar(10)//& + " 'Xg (Geometry)',"//achar(10)//& + " position=(25 + 3, y_pos - 3 * 25),"//achar(10)//& + " font_size=8,"//achar(10)//& + " color='black',"//achar(10)//& + " font='times',"//achar(10)//& + ")"//achar(10)//& + "p.add_text('ForCAD', position=(0.0, 10.0), font_size=14, color='black', font='times')"//achar(10)//& + "p.add_text("//achar(10)//& + " 'https://github.com/gha3mi/forcad',"//achar(10)//& + " position=(0.0, 0.0),"//achar(10)//& + " font_size=7,"//achar(10)//& + " color='blue',"//achar(10)//& + " font='times',"//achar(10)//& + ")"//achar(10)//& + "p.show(title='ForCAD', interactive=True)"//achar(10)//& + "p.deep_clean()"//achar(10)//& + "del p" + call execute_command_line('python -c "'//trim(adjustl(pyvista_script))//'"') + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine set_ring(this, center, radius1, radius2) + class(nurbs_surface), intent(inout) :: this + real(rk), intent(in), contiguous :: center(:) + real(rk), intent(in) :: radius1, radius2 + real(rk), allocatable :: Xc(:,:), Wc(:), knot1(:), knot2(:) + integer :: i + + ! Define control points for ring + allocate(Xc(14, 3)) + Xc(1,:) = [ 1.0_rk, 0.0_rk, 0.0_rk] + Xc(2,:) = [ 1.0_rk, sqrt(3.0_rk), 0.0_rk] + Xc(3,:) = [-0.5_rk, sqrt(3.0_rk)/2.0_rk, 0.0_rk] + Xc(4,:) = [-2.0_rk, 0.0_rk, 0.0_rk] + Xc(5,:) = [-0.5_rk, -sqrt(3.0_rk)/2.0_rk, 0.0_rk] + Xc(6,:) = [ 1.0_rk, -sqrt(3.0_rk), 0.0_rk] + Xc(7,:) = [ 1.0_rk, 0.0_rk, 0.0_rk] + + Xc(1:7,1:2) = Xc(1:7,1:2) * radius1 + + Xc(8,:) = [ 1.0_rk, 0.0_rk, 0.0_rk] + Xc(9,:) = [ 1.0_rk, sqrt(3.0_rk), 0.0_rk] + Xc(10,:)= [-0.5_rk, sqrt(3.0_rk)/2.0_rk, 0.0_rk] + Xc(11,:)= [-2.0_rk, 0.0_rk, 0.0_rk] + Xc(12,:)= [-0.5_rk, -sqrt(3.0_rk)/2.0_rk, 0.0_rk] + Xc(13,:)= [ 1.0_rk, -sqrt(3.0_rk), 0.0_rk] + Xc(14,:)= [ 1.0_rk, 0.0_rk, 0.0_rk] + + Xc(8:14,1:2) = Xc(8:14,1:2) * radius2 + + ! Translate the control points + do i = 1, size(Xc, 1) + Xc(i,:) = center + Xc(i,:) + end do + + ! Define weights for the control points + Wc = [1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk,& + 1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk] + + ! Define knot vector + knot1 = [0.0_rk, 0.0_rk, 0.0_rk, 1.0_rk/3.0_rk, 1.0_rk/3.0_rk, 2.0_rk/3.0_rk, 2.0_rk/3.0_rk, 1.0_rk, 1.0_rk, 1.0_rk] + knot2 = [0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk] + + ! Set knot vector, control points, and weights + call this%set(knot1, knot2, Xc, Wc) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine set_C(this, center, radius1, radius2) + class(nurbs_surface), intent(inout) :: this + real(rk), intent(in), contiguous :: center(:) + real(rk), intent(in) :: radius1, radius2 + real(rk), allocatable :: Xc(:,:), Wc(:), knot1(:), knot2(:) + integer :: i + + ! Define control points for C-shape + allocate(Xc(10, 3)) + Xc(1,:)= [ 1.0_rk, 0.0_rk, 0.0_rk] + Xc(2,:)= [ 1.0_rk, sqrt(3.0_rk), 0.0_rk] + Xc(3,:)= [-0.5_rk, sqrt(3.0_rk)/2.0_rk, 0.0_rk] + Xc(4,:)= [-2.0_rk, 0.0_rk, 0.0_rk] + Xc(5,:)= [-0.5_rk, -sqrt(3.0_rk)/2.0_rk, 0.0_rk] + + Xc(1:5,1:2) = Xc(1:5,1:2) * radius1 + + Xc(6,:)= [ 1.0_rk, 0.0_rk, 0.0_rk] + Xc(7,:)= [ 1.0_rk, sqrt(3.0_rk), 0.0_rk] + Xc(8,:)= [-0.5_rk, sqrt(3.0_rk)/2.0_rk, 0.0_rk] + Xc(9,:)= [-2.0_rk, 0.0_rk, 0.0_rk] + Xc(10,:)=[-0.5_rk, -sqrt(3.0_rk)/2.0_rk, 0.0_rk] + + Xc(6:10,1:2) = Xc(6:10,1:2) * radius2 + + ! Translate the control points + do i = 1, size(Xc, 1) + Xc(i,:) = center + Xc(i,:) + end do + + ! Define weights for the control points + Wc = [1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk,& + 1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk] + + ! Define knot vector + knot1 = [0.0_rk, 0.0_rk, 0.0_rk, 1.0_rk/2.0_rk, 1.0_rk/2.0_rk, 1.0_rk, 1.0_rk, 1.0_rk] + knot2 = [0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk] + + ! Set knot vector, control points, and weights + call this%set(knot1, knot2, Xc, Wc) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine set_half_ring(this, center, radius1, radius2) + class(nurbs_surface), intent(inout) :: this + real(rk), intent(in), contiguous :: center(:) + real(rk), intent(in) :: radius1, radius2 + real(rk), allocatable :: Xc(:,:), Wc(:), knot1(:), knot2(:) + integer :: i + + ! Define control points for half ring + allocate(Xc(10, 3)) + Xc(1,:) = [ 0.5_rk, 0.0_rk, 0.0_rk] + Xc(2,:) = [ 0.5_rk, 0.5_rk, 0.0_rk] + Xc(3,:) = [ 0.0_rk, 0.5_rk, 0.0_rk] + Xc(4,:) = [-0.5_rk, 0.5_rk, 0.0_rk] + Xc(5,:) = [-0.5_rk, 0.0_rk, 0.0_rk] + + Xc(1:5,1:2) = Xc(1:5,1:2) * radius1 + + Xc(6,:) = [ 0.5_rk, 0.0_rk, 0.0_rk] + Xc(7,:) = [ 0.5_rk, 0.5_rk, 0.0_rk] + Xc(8,:) = [ 0.0_rk, 0.5_rk, 0.0_rk] + Xc(9,:) = [-0.5_rk, 0.5_rk, 0.0_rk] + Xc(10,:) = [-0.5_rk, 0.0_rk, 0.0_rk] + + Xc(6:10,1:2) = Xc(6:10,1:2) * radius2 + + ! Translate the control points + do i = 1, size(Xc, 1) + Xc(i,:) = center + Xc(i,:) + end do + + ! Define weights for the control points + Wc = [1.0_rk, 1.0_rk/sqrt(2.0_rk), 1.0_rk, 1.0_rk/sqrt(2.0_rk), 1.0_rk,& + 1.0_rk, 1.0_rk/sqrt(2.0_rk), 1.0_rk, 1.0_rk/sqrt(2.0_rk), 1.0_rk] + + ! Define knot vector + knot1 = [0.0_rk, 0.0_rk, 0.0_rk, 1.0_rk/2.0_rk, & + 1.0_rk/2.0_rk, 1.0_rk, 1.0_rk, 1.0_rk] + knot2 = [0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk] + + ! Set knot vector, control points, and weights + call this%set(knot1, knot2, Xc, Wc) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine nearest_point(this, point_Xg, nearest_Xg, nearest_Xt, id) + class(nurbs_surface), intent(in) :: this + real(rk), intent(in) :: point_Xg(:) + real(rk), intent(out), allocatable, optional :: nearest_Xg(:) + real(rk), intent(out), allocatable, optional :: nearest_Xt(:) + integer, intent(out), optional :: id + integer :: id_ + real(rk), allocatable :: distances(:) + + allocate(distances(this%ng(1)*this%ng(2))) + distances = nearest_point_help_2d(this%ng, this%Xg, point_Xg) + + id_ = minloc(distances, dim=1) + if (present(id)) id = id_ + if (present(nearest_Xg)) nearest_Xg = this%Xg(id_,:) + if (present(nearest_Xt)) nearest_Xt = this%Xt(id_,:) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + impure subroutine nearest_point2(this, point_Xg, tol, maxit, nearest_Xt, nearest_Xg) + + class(nurbs_surface), intent(inout) :: this + real(rk), intent(in) :: point_Xg(:) + real(rk), intent(in) :: tol + integer, intent(in) :: maxit + real(rk), intent(out) :: nearest_Xt(2) + real(rk), allocatable, intent(out), optional :: nearest_Xg(:) + real(rk):: obj, grad(2), hess(2,2), dk(2), alphak, tau, beta, lower_bounds(2), upper_bounds(2) + real(rk), allocatable :: Xg(:), xk(:), xkn(:), Tgc(:), dTgc(:,:), d2Tgc(:,:) + integer :: k, l + logical :: convergenz + type(nurbs_surface) :: copy_this + + k = 0 + + ! lower and upper bounds + lower_bounds = [minval(this%knot1), minval(this%knot2)] + upper_bounds = [maxval(this%knot1), maxval(this%knot2)] + + ! guess initial point + copy_this = this + call copy_this%create(10,10) + call copy_this%nearest_point(point_Xg=point_Xg, nearest_Xt=xk) + call copy_this%finalize() + + ! Check if xk is within the knot vector range + if (xk(1) < minval(this%knot1)) then + xk(1) = minval(this%knot1) + else if (xk(1) > maxval(this%knot1)) then + xk(1) = maxval(this%knot1) + end if + + if (xk(2) < minval(this%knot2)) then + xk(2) = minval(this%knot2) + else if (xk(2) > maxval(this%knot2)) then + xk(2) = maxval(this%knot2) + end if + + xkn = xk + + convergenz = .false. + + allocate(Xg(size(this%Xc,2))) + ! allocate(dTgc(size(this%Xc,1), 2)) + ! allocate(d2Tgc(size(this%Xc,1), 2)) + + do while (.not. convergenz .and. k < maxit) + + ! objection, gradient and hessian + Xg = this%cmp_Xg(xk) + call this%derivative2(Xt=xk, d2Tgc=d2Tgc, dTgc=dTgc, Tgc=Tgc) ! Tgc is not needed + + obj = norm2(Xg - point_Xg) + 0.001_rk ! add a small number to avoid division by zero + + grad(1) = dot_product((Xg-point_Xg)/obj, matmul(dTgc(:,1),this%Xc)) + grad(2) = dot_product((Xg-point_Xg)/obj, matmul(dTgc(:,2),this%Xc)) + + hess(1,1) = ( dot_product(matmul(dTgc(:,1),this%Xc), matmul(dTgc(:,1),this%Xc)) + & + dot_product((Xg-point_Xg), matmul(d2Tgc(1:this%nc(1)*this%nc(2) ,1),this%Xc)) ) /obj & + - ( dot_product(Xg-point_Xg, matmul(dTgc(:,1), this%Xc))*grad(1) ) / obj**2 + hess(2,1) = ( dot_product(matmul(dTgc(:,1),this%Xc), matmul(dTgc(:,2),this%Xc)) + & + dot_product((Xg-point_Xg), matmul(d2Tgc(this%nc(1)*this%nc(2)+1:2*this%nc(1)*this%nc(2),1),this%Xc)) ) /obj & + - ( dot_product(Xg-point_Xg, matmul(dTgc(:,2), this%Xc))*grad(1) ) / obj**2 + hess(1,2) = ( dot_product(matmul(dTgc(:,2),this%Xc), matmul(dTgc(:,1),this%Xc)) + & + dot_product((Xg-point_Xg), matmul(d2Tgc(1:this%nc(1)*this%nc(2) ,2),this%Xc)) ) /obj & + - ( dot_product(Xg-point_Xg, matmul(dTgc(:,1), this%Xc))*grad(2) ) / obj**2 + hess(2,2) = ( dot_product(matmul(dTgc(:,2),this%Xc), matmul(dTgc(:,2),this%Xc)) + & + dot_product((Xg-point_Xg), matmul(d2Tgc(this%nc(1)*this%nc(2)+1:2*this%nc(1)*this%nc(2),2),this%Xc)) ) /obj & + - ( dot_product(Xg-point_Xg, matmul(dTgc(:,2), this%Xc))*grad(2) ) / obj**2 + + ! debug + print '(i3,1x,2e20.10,1x,e20.10)', k, xk, norm2(grad) + + if (norm2(grad) <= tol .or. (k>0 .and. norm2(xk-xkn) <= tol)) then + convergenz = .true. + nearest_Xt = xk + if (present(nearest_Xg)) nearest_Xg = this%cmp_Xg(nearest_Xt) + else + + dk = - matmul(inv(hess), grad) + + ! Backtracking-Armijo Line Search + alphak = 1.0_rk + tau = 0.5_rk ! 0 < tau < 1 + beta = 1.0e-4_rk ! 0 < beta < 1 + l = 0 + do while (.not. norm2(this%cmp_Xg(xk + alphak*dk) - point_Xg) <= obj + alphak*beta*dot_product(grad,dk) .and. l<50) + alphak = tau * alphak + l = l + 1 + end do + + xkn = xk + xk = xk + alphak*dk + ! Check if xk is within the knot vector range + xk = max(min(xk, upper_bounds), lower_bounds) + k = k + 1 + end if + end do + + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine ansatz(this, ie, ig, Tgc, dTgc_dXg, dA) + class(nurbs_surface), intent(inout) :: this + integer, intent(in) :: ie, ig + real(rk), intent(out) :: dA + real(rk), allocatable, intent(out) :: Tgc(:), dTgc_dXg(:,:) + real(rk), allocatable :: Xth(:,:), Xth_e(:,:), Xth_eT(:,:), Xc_eT(:,:), Xth1(:), Xth2(:), Xksi(:,:), Wksi(:) + integer, allocatable :: elem_th(:,:), elem_c(:,:), elem_ce(:) + type(nurbs_surface) :: th, th_e + real(rk), allocatable :: dTtth_dXksi(:,:), Ttth(:), dTgc_dXt(:,:), Xt(:), dXt_dXksi(:,:), dXg_dXt(:,:) + real(rk), allocatable :: dXg_dXksi(:,:) !! Jacobian matrix + real(rk) :: det_dXg_dXksi !! Determinant of the Jacobian matrix + + call gauss_leg([0.0_rk, 1.0_rk], [0.0_rk, 1.0_rk], this%degree, Xksi, Wksi) + + Xth1 = unique(this%knot1) + Xth2 = unique(this%knot2) + call ndgrid(Xth1, Xth2, Xth) + + call th%set([0.0_rk,Xth1,1.0_rk], [0.0_rk,Xth2,1.0_rk], Xth) + elem_th = th%cmp_elem() + + elem_c = this%cmp_elem() + + Xth_e = Xth(elem_th(ie,:),:) + call th_e%set([0.0_rk,0.0_rk,1.0_rk,1.0_rk], [0.0_rk,0.0_rk,1.0_rk,1.0_rk], Xth_e) + + Xth_eT = transpose(Xth_e) + elem_ce = elem_c(ie,:) + Xc_eT = transpose(this%Xc(elem_ce,:)) + + call th_e%derivative(Xksi(ig,:), dTtth_dXksi, Ttth) + Xt = matmul(Xth_eT, Ttth) + dXt_dXksi = matmul(Xth_eT, dTtth_dXksi) + + call this%derivative(Xt, dTgc_dXt, Tgc, elem_ce) + dXg_dXt = matmul(Xc_eT, dTgc_dXt) + + dTgc_dXg = matmul(dTgc_dXt, inv(dXg_dXt)) + + dXg_dXksi = matmul(dXg_dXt, dXt_dXksi) + det_dXg_dXksi = det(dXg_dXksi) + + dA = det_dXg_dXksi*Wksi(ig) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine cmp_area(this, area) + class(nurbs_surface), intent(inout) :: this + real(rk), intent(out) :: area + real(rk), allocatable :: Tgc(:), dTgc_dXg(:,:) + integer :: ie, ig + real(rk) :: dA, dA_ig + + area = 0.0_rk + do ie = 1, size(this%cmp_elem(),1) + dA = 0.0_rk + do ig = 1, size(this%cmp_elem(),2) + call this%ansatz(ie, ig, Tgc, dTgc_dXg, dA_ig) + dA = dA + dA_ig + end do + area = area + dA + end do + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function cmp_Tgc_2d(Xti, knot1, knot2, nc, degree, Wc) result(Tgc) + real(rk), intent(in), contiguous :: Xti(:) + real(rk), intent(in), contiguous :: knot1(:) + real(rk), intent(in), contiguous :: knot2(:) + integer, intent(in) :: degree(2), nc(2) + real(rk), intent(in), contiguous :: Wc(:) + real(rk) :: Tgc(nc(1)*nc(2)) + real(rk) :: tmp + integer :: i + + Tgc = kron(& + basis_bspline(Xti(2), knot2, nc(2), degree(2)),& + basis_bspline(Xti(1), knot1, nc(1), degree(1))) + tmp = dot_product(Tgc, Wc) + do concurrent (i = 1: nc(1)*nc(2)) + Tgc(i) = (Tgc(i) * Wc(i)) / tmp + end do + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Xg_nurbs_2d(Xt, knot1, knot2, degree, nc, ng, Xc, Wc) result(Xg) + real(rk), intent(in), contiguous :: Xt(:,:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:) + integer, intent(in) :: degree(2) + integer, intent(in) :: nc(2) + integer, intent(in) :: ng(2) + real(rk), intent(in), contiguous :: Xc(:,:) + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable :: Xg(:,:) + integer :: i + + allocate(Xg(ng(1)*ng(2), size(Xc,2))) + do concurrent (i = 1: ng(1)*ng(2)) + Xg(i,:) = matmul(cmp_Tgc_2d(Xt(i,:), knot1, knot2, nc, degree, Wc), Xc) + end do + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Xg_nurbs_2d_1point(Xt, knot1, knot2, degree, nc, Xc, Wc) result(Xg) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:) + integer, intent(in) :: degree(2) + integer, intent(in) :: nc(2) + real(rk), intent(in), contiguous :: Xc(:,:) + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable :: Xg(:) + real(rk), allocatable :: Tgc(:) + + allocate(Xg(size(Xc,2))) + allocate(Tgc(nc(1)*nc(2))) + + Tgc = kron(& + basis_bspline(Xt(2), knot2, nc(2), degree(2)),& + basis_bspline(Xt(1), knot1, nc(1), degree(1))) + Tgc = Tgc*(Wc/(dot_product(Tgc,Wc))) + Xg= matmul(Tgc, Xc) + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Xg_bspline_2d(Xt, knot1, knot2, degree, nc, ng, Xc) result(Xg) + real(rk), intent(in), contiguous :: Xt(:,:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:) + integer, intent(in) :: degree(2) + integer, intent(in) :: nc(2) + integer, intent(in) :: ng(2) + real(rk), intent(in), contiguous :: Xc(:,:) + real(rk), allocatable :: Xg(:,:) + integer :: i + + allocate(Xg(ng(1)*ng(2), size(Xc,2))) + do concurrent (i = 1: ng(1)*ng(2)) + Xg(i,:) = matmul(kron(& + basis_bspline(Xt(i,2), knot2, nc(2), degree(2)),& + basis_bspline(Xt(i,1), knot1, nc(1), degree(1))),& + Xc) + end do + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Xg_bspline_2d_1point(Xt, knot1, knot2, degree, nc, Xc) result(Xg) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:) + integer, intent(in) :: degree(2) + integer, intent(in) :: nc(2) + real(rk), intent(in), contiguous :: Xc(:,:) + real(rk), allocatable :: Xg(:) + + allocate(Xg(size(Xc,2))) + Xg = matmul(kron(& + basis_bspline(Xt(2), knot2, nc(2), degree(2)),& + basis_bspline(Xt(1), knot1, nc(1), degree(1))),& + Xc) + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_dTgc_nurbs_2d_vector(Xt, knot1, knot2, degree, nc, ng, Wc, dTgc, Tgc) + real(rk), intent(in), contiguous :: Xt(:,:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:) + integer, intent(in) :: degree(2) + integer, intent(in) :: nc(2) + integer, intent(in) :: ng(2) + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable, intent(out) :: dTgc(:,:,:) + real(rk), allocatable, intent(out) :: Tgc(:,:) + real(rk) :: dB1(nc(1)), dB2(nc(2)) + real(rk) :: B1(nc(1)), B2(nc(2)) + real(rk), allocatable :: dBi(:,:), Bi(:) + integer :: i + + allocate(dTgc(ng(1)*ng(2), nc(1)*nc(2), 2), Tgc(ng(1)*ng(2), nc(1)*nc(2))) + allocate(Bi(nc(1)*nc(2)), dBi(nc(1)*nc(2), 2)) + do concurrent (i = 1: size(Xt, 1)) + call basis_bspline_der(Xt(i,1), knot1, nc(1), degree(1), dB1, B1) + call basis_bspline_der(Xt(i,2), knot2, nc(2), degree(2), dB2, B2) + + Bi = kron(B2, B1) + + Tgc(i,:) = Bi*(Wc/(dot_product(Bi,Wc))) + + dBi(:,1) = kron(B2, dB1) + dBi(:,2) = kron(dB2, B1) + + dTgc(i,:,1) = ( dBi(:,1)*Wc - Tgc(i,:)*dot_product(dBi(:,1),Wc) ) / dot_product(Bi,Wc) + dTgc(i,:,2) = ( dBi(:,2)*Wc - Tgc(i,:)*dot_product(dBi(:,2),Wc) ) / dot_product(Bi,Wc) + end do + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_dTgc_nurbs_2d_scalar(Xt, knot1, knot2, degree, nc, Wc, dTgc, Tgc, elem) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:) + integer, intent(in) :: degree(2) + integer, intent(in) :: nc(2) + real(rk), intent(in), contiguous :: Wc(:) + integer, intent(in), optional :: elem(:) + real(rk), allocatable, intent(out) :: dTgc(:,:) + real(rk), allocatable, intent(out) :: Tgc(:) + real(rk) :: dB1(nc(1)), dB2(nc(2)) + real(rk) :: B1(nc(1)), B2(nc(2)) + real(rk), allocatable :: dBi(:,:), Bi(:) + + + call basis_bspline_der(Xt(1), knot1, nc(1), degree(1), dB1, B1) + call basis_bspline_der(Xt(2), knot2, nc(2), degree(2), dB2, B2) + + if (.not. present(elem)) then + allocate(dTgc(nc(1)*nc(2), 2), Tgc(nc(1)*nc(2))) + allocate(dBi(nc(1)*nc(2), 2), Bi(nc(1)*nc(2))) + + Bi = kron(B2, B1) + Tgc = Bi*(Wc/(dot_product(Bi,Wc))) + + dBi(:,1) = kron(B2, dB1) + dBi(:,2) = kron(dB2, B1) + + dTgc(:,1) = ( dBi(:,1)*Wc - Tgc*dot_product(dBi(:,1),Wc) ) / dot_product(Bi,Wc) + dTgc(:,2) = ( dBi(:,2)*Wc - Tgc*dot_product(dBi(:,2),Wc) ) / dot_product(Bi,Wc) + else + allocate(dTgc(size(elem), 2), Tgc(size(elem))) + allocate(dBi(size(elem), 2), Bi(size(elem))) + + associate(Biall => kron(B2, B1)) + Bi = Biall(elem) + Tgc = Bi*(Wc(elem)/(dot_product(Bi,Wc(elem)))) + end associate + + associate(dB1all => kron(B2, dB1), dB2all => kron(dB2, B1)) + dBi(:,1) = dB1all(elem) + dBi(:,2) = dB2all(elem) + end associate + + dTgc(:,1) = ( dBi(:,1)*Wc(elem) - Tgc*dot_product(dBi(:,1),Wc(elem)) ) / dot_product(Bi,Wc(elem)) + dTgc(:,2) = ( dBi(:,2)*Wc(elem) - Tgc*dot_product(dBi(:,2),Wc(elem)) ) / dot_product(Bi,Wc(elem)) + end if + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_dTgc_bspline_2d_vector(Xt, knot1, knot2, degree, nc, ng, dTgc, Tgc) + real(rk), intent(in), contiguous :: Xt(:,:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:) + integer, intent(in) :: degree(2) + integer, intent(in) :: nc(2) + integer, intent(in) :: ng(2) + real(rk), allocatable, intent(out) :: dTgc(:,:,:) + real(rk), allocatable, intent(out) :: Tgc(:,:) + real(rk) :: dB1(nc(1)), dB2(nc(2)) + real(rk) :: B1(nc(1)), B2(nc(2)) + integer :: i + + allocate(dTgc(ng(1)*ng(2), nc(1)*nc(2), 2), Tgc(ng(1)*ng(2), nc(1)*nc(2))) + + do concurrent (i = 1: size(Xt, 1)) + call basis_bspline_der(Xt(i,1), knot1, nc(1), degree(1), dB1, B1) + call basis_bspline_der(Xt(i,2), knot2, nc(2), degree(2), dB2, B2) + Tgc(i,:) = kron(B2, B1) + + dTgc(i,:,1) = kron(B2, dB1) + dTgc(i,:,2) = kron(dB2, B1) + end do + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_dTgc_bspline_2d_scalar(Xt, knot1, knot2, degree, nc, dTgc, Tgc, elem) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:) + integer, intent(in) :: degree(2) + integer, intent(in) :: nc(2) + integer, intent(in), optional :: elem(:) + real(rk), allocatable, intent(out) :: dTgc(:,:) + real(rk), allocatable, intent(out) :: Tgc(:) + real(rk) :: dTgc1(nc(1)), dTgc2(nc(2)) + real(rk) :: Tgc1(nc(1)), Tgc2(nc(2)) + + call basis_bspline_der(Xt(1), knot1, nc(1), degree(1), dTgc1, Tgc1) + call basis_bspline_der(Xt(2), knot2, nc(2), degree(2), dTgc2, Tgc2) + + if (.not. present(elem)) then + allocate(dTgc(nc(1)*nc(2), 2)) + Tgc = kron(Tgc2, Tgc1) + + dTgc(:,1) = kron(Tgc2, dTgc1) + dTgc(:,2) = kron(dTgc2, Tgc1) + else + allocate(dTgc(size(elem), 2)) + + associate(B => kron(Tgc2, Tgc1)) + Tgc = B(elem) + end associate + + associate(dB1 => kron(Tgc2, dTgc1), dB2 => kron(dTgc2, Tgc1)) + dTgc(:,1) = dB1(elem) + dTgc(:,2) = dB2(elem) + end associate + end if + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_d2Tgc_nurbs_2d_vector(Xt, knot1, knot2, degree, nc, ng, Wc, d2Tgc, dTgc, Tgc) + real(rk), intent(in), contiguous :: Xt(:,:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:) + integer, intent(in) :: degree(2) + integer, intent(in) :: nc(2) + integer, intent(in) :: ng(2) + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable, intent(out) :: d2Tgc(:,:,:) + real(rk), allocatable, intent(out) :: dTgc(:,:,:) + real(rk), allocatable, intent(out) :: Tgc(:,:) + real(rk) :: d2B1(nc(1)), d2B2(nc(2)) + real(rk) :: dB1(nc(1)), dB2(nc(2)) + real(rk) :: B1(nc(1)), B2(nc(2)) + real(rk), allocatable :: Tgci(:), dTgci(:) + real(rk), allocatable :: d2Bi(:,:), dBi(:,:), Bi(:) + + integer :: i + + allocate(d2Tgc(ng(1)*ng(2), 2*nc(1)*nc(2), 2)) + + allocate(Bi(nc(1)*nc(2)), dBi(nc(1)*nc(2), 2), d2Bi(2*nc(1)*nc(2), 2)) + + allocate(Tgci(nc(1)*nc(2)), dTgci(nc(1)*nc(2))) + allocate(Tgc(ng(1)*ng(2), nc(1)*nc(2)), dTgc(ng(1)*ng(2), nc(1)*nc(2), 2)) + do concurrent (i = 1: size(Xt, 1)) + call basis_bspline_2der(Xt(i,1), knot1, nc(1), degree(1), d2B1, dB1, B1) + call basis_bspline_2der(Xt(i,2), knot2, nc(2), degree(2), d2B2, dB2, B2) + + Bi = kron(B2, B1) + + Tgc(i,:) = Bi*(Wc/(dot_product(Bi,Wc))) + + dBi(:,1) = kron(B2, dB1) + dBi(:,2) = kron(dB2, B1) + + dTgc(i,:,1) = ( dBi(:,1)*Wc - Tgc(i,:)*dot_product(dBi(:,1),Wc) ) / dot_product(Bi,Wc) + dTgc(i,:,2) = ( dBi(:,2)*Wc - Tgc(i,:)*dot_product(dBi(:,2),Wc) ) / dot_product(Bi,Wc) + + d2Bi(1:nc(1)*nc(2) ,1) = kron(B2, d2B1) + d2Bi(nc(1)*nc(2)+1:2*nc(1)*nc(2),1) = kron(dB2, dB1) + d2Bi(1:nc(1)*nc(2) ,2) = kron(dB2, dB1) + d2Bi(nc(1)*nc(2)+1:2*nc(1)*nc(2),2) = kron(d2B2, B1) + + d2Tgc(i,1:nc(1)*nc(2) ,1) = & + (d2Bi(1:nc(1)*nc(2) ,1)*Wc - 2.0_rk*dTgc(i,:,1)*dot_product(dBi(:,1),Wc) & + - Tgc(i,:)*dot_product(d2Bi(1:nc(1)*nc(2) ,1),Wc)) / dot_product(Bi,Wc) + d2Tgc(i,nc(1)*nc(2)+1:2*nc(1)*nc(2),1) = & + (d2Bi(nc(1)*nc(2)+1:2*nc(1)*nc(2),1)*Wc & + - dTgc(i,:,1)*dot_product(dBi(:,2),Wc) - dTgc(i,:,2)*dot_product(dBi(:,1),Wc) & + - Tgc(i,:)*dot_product(d2Bi(nc(1)*nc(2)+1:2*nc(1)*nc(2),1),Wc)) / dot_product(Bi,Wc) + d2Tgc(i,1:nc(1)*nc(2) ,2) = & + (d2Bi(1:nc(1)*nc(2) ,2)*Wc - dTgc(i,:,1)*dot_product(dBi(:,2),Wc) - dTgc(i,:,2)*dot_product(dBi(:,1),Wc) & + - Tgc(i,:)*dot_product(d2Bi(1:nc(1)*nc(2) ,2),Wc)) / dot_product(Bi,Wc) + d2Tgc(i,nc(1)*nc(2)+1:2*nc(1)*nc(2),2) = & + (d2Bi(nc(1)*nc(2)+1:2*nc(1)*nc(2),2)*Wc - 2.0_rk*dTgc(i,:,2)*dot_product(dBi(:,2),Wc) & + - Tgc(i,:)*dot_product(d2Bi(nc(1)*nc(2)+1:2*nc(1)*nc(2),2),Wc)) / dot_product(Bi,Wc) + end do + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_d2Tgc_nurbs_2d_scalar(Xt, knot1, knot2, degree, nc, Wc, d2Tgc, dTgc, Tgc) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:) + integer, intent(in) :: degree(2) + integer, intent(in) :: nc(2) + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable, intent(out) :: d2Tgc(:,:) + real(rk), allocatable, intent(out) :: dTgc(:,:) + real(rk), allocatable, intent(out) :: Tgc(:) + real(rk) :: d2B1(nc(1)), d2B2(nc(2)) + real(rk) :: dB1(nc(1)), dB2(nc(2)) + real(rk) :: B1(nc(1)), B2(nc(2)) + real(rk), allocatable :: d2Bi(:,:), dBi(:,:), Bi(:) + + allocate(Bi(nc(1)*nc(2)), dBi(nc(1)*nc(2), 2), d2Bi(2*nc(1)*nc(2), 2)) + + allocate(Tgc(nc(1)*nc(2)), dTgc(nc(1)*nc(2), 2), d2Tgc(2*nc(1)*nc(2), 2)) + + call basis_bspline_2der(Xt(1), knot1, nc(1), degree(1), d2B1, dB1, B1) + call basis_bspline_2der(Xt(2), knot2, nc(2), degree(2), d2B2, dB2, B2) + + Bi = kron(B2, B1) + + Tgc = Bi*(Wc/(dot_product(Bi,Wc))) + + dBi(:,1) = kron(B2, dB1) + dBi(:,2) = kron(dB2, B1) + + dTgc(:,1) = ( dBi(:,1)*Wc - Tgc*dot_product(dBi(:,1),Wc) ) / dot_product(Bi,Wc) + dTgc(:,2) = ( dBi(:,2)*Wc - Tgc*dot_product(dBi(:,2),Wc) ) / dot_product(Bi,Wc) + + d2Bi(1:nc(1)*nc(2) ,1) = kron(B2, d2B1) + d2Bi(nc(1)*nc(2)+1:2*nc(1)*nc(2),1) = kron(dB2, dB1) + d2Bi(1:nc(1)*nc(2) ,2) = kron(dB2, dB1) + d2Bi(nc(1)*nc(2)+1:2*nc(1)*nc(2),2) = kron(d2B2, B1) + + d2Tgc(1:nc(1)*nc(2) ,1) = & + (d2Bi(1:nc(1)*nc(2) ,1)*Wc - 2.0_rk*dTgc(:,1)*dot_product(dBi(:,1),Wc) & + - Tgc*dot_product(d2Bi(1:nc(1)*nc(2) ,1),Wc)) / dot_product(Bi,Wc) + d2Tgc(nc(1)*nc(2)+1:2*nc(1)*nc(2),1) = & + (d2Bi(nc(1)*nc(2)+1:2*nc(1)*nc(2),1)*Wc - dTgc(:,1)*dot_product(dBi(:,2),Wc) - dTgc(:,2)*dot_product(dBi(:,1),Wc) & + - Tgc*dot_product(d2Bi(nc(1)*nc(2)+1:2*nc(1)*nc(2),1),Wc)) / dot_product(Bi,Wc) + d2Tgc(1:nc(1)*nc(2) ,2) = & + (d2Bi(1:nc(1)*nc(2) ,2)*Wc - dTgc(:,1)*dot_product(dBi(:,2),Wc) - dTgc(:,2)*dot_product(dBi(:,1),Wc) & + - Tgc*dot_product(d2Bi(1:nc(1)*nc(2) ,2),Wc)) / dot_product(Bi,Wc) + d2Tgc(nc(1)*nc(2)+1:2*nc(1)*nc(2),2) = & + (d2Bi(nc(1)*nc(2)+1:2*nc(1)*nc(2),2)*Wc - 2.0_rk*dTgc(:,2)*dot_product(dBi(:,2),Wc) & + - Tgc*dot_product(d2Bi(nc(1)*nc(2)+1:2*nc(1)*nc(2),2),Wc)) / dot_product(Bi,Wc) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_d2Tgc_bspline_2d_vector(Xt, knot1, knot2, degree, nc, ng, d2Tgc, dTgc, Tgc) + real(rk), intent(in), contiguous :: Xt(:,:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:) + integer, intent(in) :: degree(2) + integer, intent(in) :: nc(2) + integer, intent(in) :: ng(2) + real(rk), allocatable, intent(out) :: d2Tgc(:,:,:) + real(rk), allocatable, intent(out) :: dTgc(:,:,:) + real(rk), allocatable, intent(out) :: Tgc(:,:) + real(rk) :: d2B1(nc(1)), d2B2(nc(2)) + real(rk) :: dB1(nc(1)), dB2(nc(2)) + real(rk) :: B1(nc(1)), B2(nc(2)) + integer :: i + + allocate(d2Tgc(ng(1)*ng(2), 2*nc(1)*nc(2), 2)) + allocate(dTgc(ng(1)*ng(2), nc(1)*nc(2), 2)) + allocate(Tgc(ng(1)*ng(2), nc(1)*nc(2))) + do concurrent (i = 1: size(Xt, 1)) + call basis_bspline_2der(Xt(i,1), knot1, nc(1), degree(1), d2B1, dB1, B1) + call basis_bspline_2der(Xt(i,2), knot2, nc(2), degree(2), d2B2, dB2, B2) + + Tgc(i,:) = kron(B2, B1) + + dTgc(i,:,1) = kron(B2, dB1) + dTgc(i,:,2) = kron(dB2, B1) + + d2Tgc(i,1:nc(1)*nc(2) ,1) = kron(B2, d2B1) + d2Tgc(i,nc(1)*nc(2)+1:2*nc(1)*nc(2),1) = kron(dB2, dB1) + d2Tgc(i,1:nc(1)*nc(2) ,2) = kron(dB2, dB1) + d2Tgc(i,nc(1)*nc(2)+1:2*nc(1)*nc(2),2) = kron(d2B2, B1) + end do + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_d2Tgc_bspline_2d_scalar(Xt, knot1, knot2, degree, nc, d2Tgc, dTgc, Tgc) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:) + integer, intent(in) :: degree(2) + integer, intent(in) :: nc(2) + real(rk), allocatable, intent(out) :: d2Tgc(:,:) + real(rk), allocatable, intent(out) :: dTgc(:,:) + real(rk), allocatable, intent(out) :: Tgc(:) + real(rk) :: d2B1(nc(1)), d2B2(nc(2)) + real(rk) :: dB1(nc(1)), dB2(nc(2)) + real(rk) :: B1(nc(1)), B2(nc(2)) + + allocate(d2Tgc(2*nc(1)*nc(2), 2)) + allocate(dTgc(nc(1)*nc(2), 2)) + allocate(Tgc(nc(1)*nc(2))) + call basis_bspline_2der(Xt(1), knot1, nc(1), degree(1), d2B1, dB1, B1) + call basis_bspline_2der(Xt(2), knot2, nc(2), degree(2), d2B2, dB2, B2) + Tgc = kron(B2, B1) + + dTgc(:,1) = kron(B2, dB1) + dTgc(:,2) = kron(dB2, B1) + + d2Tgc(1:nc(1)*nc(2) ,1) = kron(B2, d2B1) + d2Tgc(nc(1)*nc(2)+1:2*nc(1)*nc(2),1) = kron(dB2, dB1) + d2Tgc(1:nc(1)*nc(2) ,2) = kron(dB2, dB1) + d2Tgc(nc(1)*nc(2)+1:2*nc(1)*nc(2),2) = kron(d2B2, B1) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Tgc_nurbs_2d_vector(Xt, knot1, knot2, degree, nc, ng, Wc) result(Tgc) + real(rk), intent(in), contiguous :: Xt(:,:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:) + integer, intent(in) :: degree(2) + integer, intent(in) :: nc(2) + integer, intent(in) :: ng(2) + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable :: Tgc(:,:) + real(rk), allocatable :: Tgci(:) + integer :: i + + allocate(Tgc(ng(1)*ng(2), nc(1)*nc(2))) + allocate(Tgci(nc(1)*nc(2))) + do concurrent (i = 1: size(Xt, 1)) + Tgci = kron(& + basis_bspline(Xt(i,2), knot2, nc(2), degree(2)),& + basis_bspline(Xt(i,1), knot1, nc(1), degree(1))) + Tgc(i,:) = Tgci*(Wc/(dot_product(Tgci,Wc))) + end do + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Tgc_nurbs_2d_scalar(Xt, knot1, knot2, degree, nc, Wc) result(Tgc) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:) + integer, intent(in) :: degree(2) + integer, intent(in) :: nc(2) + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable :: Tgc(:) + + allocate(Tgc(nc(1)*nc(2))) + Tgc = kron(& + basis_bspline(Xt(2), knot2, nc(2), degree(2)),& + basis_bspline(Xt(1), knot1, nc(1), degree(1))) + Tgc = Tgc*(Wc/(dot_product(Tgc,Wc))) + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Tgc_bspline_2d_vector(Xt, knot1, knot2, degree, nc, ng) result(Tgc) + real(rk), intent(in), contiguous :: Xt(:,:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:) + integer, intent(in) :: degree(2) + integer, intent(in) :: nc(2) + integer, intent(in) :: ng(2) + real(rk), allocatable :: Tgc(:,:) + integer :: i + + allocate(Tgc(ng(1)*ng(2), nc(1)*nc(2))) + do concurrent (i = 1: size(Xt, 1)) + Tgc(i,:) = kron(& + basis_bspline(Xt(i,2), knot2, nc(2), degree(2)),& + basis_bspline(Xt(i,1), knot1, nc(1), degree(1))) + end do + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Tgc_bspline_2d_scalar(Xt, knot1, knot2, degree, nc) result(Tgc) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:) + integer, intent(in) :: degree(2) + integer, intent(in) :: nc(2) + real(rk), allocatable :: Tgc(:) + + allocate(Tgc(nc(1)*nc(2))) + Tgc = kron(& + basis_bspline(Xt(2), knot2, nc(2), degree(2)),& + basis_bspline(Xt(1), knot1, nc(1), degree(1))) + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function nearest_point_help_2d(ng, Xg, point_Xg) result(distances) + integer, intent(in) :: ng(2) + real(rk), intent(in), contiguous :: Xg(:,:) + real(rk), intent(in), contiguous :: point_Xg(:) + real(rk), allocatable :: distances(:) + integer :: i + + allocate(distances(ng(1)*ng(2))) + do concurrent (i = 1: ng(1)*ng(2)) + distances(i) = norm2(Xg(i,:) - point_Xg) + end do + end function + !=============================================================================== + +end module forcad_nurbs_surface \ No newline at end of file diff --git a/src/forcad_nurbs_volume.f90 b/src/forcad_nurbs_volume.f90 index 7dbd17ec7..4fa2f4ef4 100644 --- a/src/forcad_nurbs_volume.f90 +++ b/src/forcad_nurbs_volume.f90 @@ -3,9 +3,10 @@ !> This module defines the 'nurbs_volume' type for representing a Non-Uniform Rational B-Spline (NURBS) volume. module forcad_nurbs_volume - use forcad_utils, only: rk, basis_bspline, elemConn_C0, kron, ndgrid, compute_multiplicity, compute_knot_vector, & + use forcad_kinds, only: rk + use forcad_utils, only: basis_bspline, elemConn_C0, kron, ndgrid, compute_multiplicity, compute_knot_vector, & basis_bspline_der, insert_knot_A_5_1, findspan, elevate_degree_A_5_9, hexahedron_Xc, remove_knots_A_5_8, & - elemConn_Cn, unique, rotation + elemConn_Cn, unique, rotation, det, inv, gauss_leg, export_vtk_legacy, basis_bspline_2der implicit none @@ -22,6 +23,7 @@ module forcad_nurbs_volume real(rk), allocatable, private :: Xt1(:) !! Evaluation parameter values in the first direction (1D array: [ng(1)]) real(rk), allocatable, private :: Xt2(:) !! Evaluation parameter values in the second direction (1D array: [ng(2)]) real(rk), allocatable, private :: Xt3(:) !! Evaluation parameter values in the third direction (1D array: [ng(3)]) + real(rk), allocatable, private :: Xt(:,:) !! Evaluation parameter values (2D array: [ng(1)*ng(2)*ng(3), dim] real(rk), allocatable, private :: knot1(:) !! Knot vector in the first direction (1D array) real(rk), allocatable, private :: knot2(:) !! Knot vector in the second direction (1D array) real(rk), allocatable, private :: knot3(:) !! Knot vector in the third direction (1D array) @@ -35,16 +37,30 @@ module forcad_nurbs_volume procedure :: set1 !!> Set knot vectors, control points and weights for the NURBS volume object procedure :: set2 !!> Set NURBS volume using nodes of parameter space, degree, continuity, control points and weights procedure :: set3 !!> Set Bezier or Rational Bezier volume using control points and weights - generic :: set => set1, set2, set3 !!> Set NURBS volume + procedure :: set4 !!> Set NURBS volume using degree, number of control points, control points and weights + generic :: set => set1, set2, set3, set4 !!> Set NURBS volume procedure :: create !!> Generate geometry points - procedure :: get_Xc !!> Get control points - procedure :: get_Xg !!> Get geometry points - procedure :: get_Wc !!> Get weights + procedure :: cmp_Xg !!> Compute geometry points + procedure, private :: get_Xc_all !!> Get all control points + procedure, private :: get_Xci !!> Get i-th control point + procedure, private :: get_Xcid !!> Get i-th control point in a specific direction + generic :: get_Xc => get_Xc_all, get_Xci, get_Xcid !!> Get control points + procedure, private :: get_Xg_all !!> Get all geometry points + procedure, private :: get_Xgi !!> Get i-th geometry point + procedure, private :: get_Xgid !!> Get i-th geometry point in a specific direction + generic :: get_Xg => get_Xg_all, get_Xgi, get_Xgid !!> Get geometry points + procedure, private :: get_Wc_all !!> Get all weights + procedure, private :: get_Wci !!> Get i-th weight + generic :: get_Wc => get_Wc_all, get_Wci !!> Get weights procedure :: get_Xt !!> Get parameter values procedure, private :: get_knot_all !!> Get all knot vectors procedure, private :: get_knoti !!> Get i-th knot value generic :: get_knot => get_knoti, get_knot_all !!> Get knot vector procedure :: get_ng !!> Get number of geometry points + procedure, private :: get_nc_dir !!> Get number of control points in a specific direction + procedure, private :: get_nc_all !!> Get number of control points in all directions + generic :: get_nc => get_nc_all, get_nc_dir !!> Get number of control points + procedure :: cmp_degree !!> Compute degree of the NURBS volume procedure, private :: get_degree_all!!> Get degree of the NURBS volume in all directions procedure, private :: get_degree_dir!!> Get degree of the NURBS volume in a specific direction generic :: get_degree => get_degree_all, get_degree_dir !!> Get degree of the NURBS volume @@ -60,13 +76,21 @@ module forcad_nurbs_volume procedure :: set_elem !!> Set IGA element connectivity procedure :: export_Xc !!> Export control points to VTK file procedure :: export_Xg !!> Export geometry points to VTK file + procedure :: export_Xth !!> Export parameter space to VTK file procedure :: modify_Xc !!> Modify control points procedure :: modify_Wc !!> Modify weights - procedure :: get_multiplicity !!> Get multiplicity of the knot vector - procedure :: get_continuity !!> Get continuity of the volume - procedure :: get_nc !!> Get number of required control points - procedure :: derivative !!> Compute the derivative of the NURBS volume - procedure :: basis !!> Compute the basis functions of the NURBS volume + procedure :: get_multiplicity !!> Compute and return the multiplicity of the knots + procedure :: get_continuity !!> Compute and return the continuity of the NURBS volume + procedure :: cmp_nc !!> Compute number of required control points + procedure, private :: basis_vector !!> Compute the basis functions of the NURBS volume + procedure, private :: basis_scalar !!> Compute the basis functions of the NURBS volume + generic :: basis => basis_vector, basis_scalar !!> Compute the basis functions of the NURBS volume + procedure, private :: derivative_vector !!> Compute the derivative of the NURBS volume + procedure, private :: derivative_scalar !!> Compute the derivative of the NURBS volume + generic :: derivative => derivative_vector, derivative_scalar !!> Compute the derivative of the NURBS volume + procedure, private :: derivative2_vector !!> Compute the second derivative of the NURBS volume + procedure, private :: derivative2_scalar !!> Compute the second derivative of the NURBS volume + generic :: derivative2 => derivative2_vector, derivative2_scalar !!> Compute the second derivative of the NURBS volume procedure :: insert_knots !!> Insert knots into the knot vector procedure :: elevate_degree !!> Elevate the degree of the NURBS volume procedure :: is_rational !!> Check if the NURBS volume is rational @@ -76,12 +100,55 @@ module forcad_nurbs_volume procedure :: rotate_Xg !!> Rotate geometry points procedure :: translate_Xc !!> Translate control points procedure :: translate_Xg !!> Translate geometry points + procedure :: show !!> Show the NURBS object using PyVista + procedure :: nearest_point !!> Find the nearest point on the NURBS volume (Approximation) + procedure :: nearest_point2 !!> Find the nearest point on the NURBS volume (Minimization - Newton's method) + procedure :: ansatz !!> Compute the shape functions, derivative of shape functions and dV + procedure :: cmp_volume !!> Compute the volume of the NURBS volume + + + ! Faces + procedure :: cmp_elemFace_Xc_vis !!> Compute faces of the control points + procedure :: cmp_elemFace_Xg_vis !!> Compute faces of the geometry points + procedure :: cmp_elemFace !!> Compute faces of the IGA elements + procedure :: cmp_degreeFace !!> Compute degrees of the faces ! Shapes procedure :: set_hexahedron !!> Set a hexahedron + procedure :: set_ring !!> Set a ring + procedure :: set_half_ring !!> Set a half ring + procedure :: set_C !!> Set a C-shape end type !=============================================================================== + interface compute_Xg + module procedure compute_Xg_nurbs_3d + module procedure compute_Xg_bspline_3d + module procedure compute_Xg_nurbs_3d_1point + module procedure compute_Xg_bspline_3d_1point + end interface + + interface compute_Tgc + module procedure compute_Tgc_nurbs_3d_vector + module procedure compute_Tgc_bspline_3d_vector + module procedure compute_Tgc_nurbs_3d_scalar + module procedure compute_Tgc_bspline_3d_scalar + end interface + + interface compute_dTgc + module procedure compute_dTgc_nurbs_3d_vector + module procedure compute_dTgc_bspline_3d_vector + module procedure compute_dTgc_nurbs_3d_scalar + module procedure compute_dTgc_bspline_3d_scalar + end interface + + interface compute_d2Tgc + module procedure compute_d2Tgc_nurbs_3d_vector + module procedure compute_d2Tgc_bspline_3d_vector + module procedure compute_d2Tgc_nurbs_3d_scalar + module procedure compute_d2Tgc_bspline_3d_scalar + end interface + contains !=============================================================================== @@ -94,15 +161,25 @@ pure subroutine set1(this, knot1, knot2, knot3, Xc, Wc) real(rk), intent(in), contiguous :: Xc(:,:) real(rk), intent(in), contiguous, optional :: Wc(:) + if (allocated(this%knot1)) deallocate(this%knot1) + if (allocated(this%knot2)) deallocate(this%knot2) + if (allocated(this%knot3)) deallocate(this%knot3) + if (allocated(this%Xc)) deallocate(this%Xc) + this%knot1 = knot1 this%knot2 = knot2 this%knot3 = knot3 - this%degree = this%get_degree() - this%nc(1) = this%get_nc(1) - this%nc(2) = this%get_nc(2) - this%nc(3) = this%get_nc(3) + call this%cmp_degree() + call this%cmp_nc() this%Xc = Xc - if (present(Wc)) this%Wc = Wc + if (present(Wc)) then + if (size(Wc) /= this%nc(1)*this%nc(2)*this%nc(3)) then + error stop 'Number of weights does not match the number of control points.' + else + if (allocated(this%Wc)) deallocate(this%Wc) + this%Wc = Wc + end if + end if end subroutine !=============================================================================== @@ -125,9 +202,7 @@ pure subroutine set2(this, Xth_dir1, Xth_dir2, Xth_dir3, degree, continuity1, co this%degree(1) = degree(1) this%degree(2) = degree(2) this%degree(3) = degree(3) - this%nc(1) = this%get_nc(1) - this%nc(2) = this%get_nc(2) - this%nc(3) = this%get_nc(3) + call this%cmp_nc() this%Xc = Xc if (present(Wc)) this%Wc = Wc end subroutine @@ -149,19 +224,22 @@ pure subroutine set3(this, nc, Xc, Wc) this%Xc = Xc this%nc = nc + if (allocated(this%knot1)) deallocate(this%knot1) allocate(this%knot1(2*this%nc(1))) this%knot1(1:this%nc(1)) = 0.0_rk this%knot1(this%nc(1)+1:2*this%nc(1)) = 1.0_rk + if (allocated(this%knot2)) deallocate(this%knot2) allocate(this%knot2(2*this%nc(2))) this%knot2(1:this%nc(2)) = 0.0_rk this%knot2(this%nc(2)+1:2*this%nc(2)) = 1.0_rk + if (allocated(this%knot3)) deallocate(this%knot3) allocate(this%knot3(2*this%nc(3))) this%knot3(1:this%nc(3)) = 0.0_rk this%knot3(this%nc(3)+1:2*this%nc(3)) = 1.0_rk - this%degree = this%get_degree() + call this%cmp_degree() if (present(Wc)) then if (size(Wc) /= this%nc(1)*this%nc(2)*this%nc(3)) then error stop 'Number of weights does not match the number of control points.' @@ -174,6 +252,56 @@ pure subroutine set3(this, nc, Xc, Wc) !=============================================================================== + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine set4(this, degree, nc, Xc, Wc) + class(nurbs_volume), intent(inout) :: this + integer, intent(in), contiguous :: degree(:) + integer, intent(in), contiguous :: nc(:) + real(rk), intent(in), contiguous :: Xc(:,:) + real(rk), intent(in), contiguous, optional :: Wc(:) + integer :: m(3), i + + if (allocated(this%Xc)) deallocate(this%Xc) + + this%Xc = Xc + this%nc = nc + this%degree = degree + + ! Size of knot vectors + m = nc + degree + 1 + + if (allocated(this%knot1)) deallocate(this%knot1) + allocate(this%knot1(m(1))) + this%knot1(1:degree(1)+1) = 0.0_rk + this%knot1(degree(1)+2:m(1)-degree(1)-1) = [(real(i, rk)/(m(1)-2*degree(1)-1), i=1, m(1)-2*degree(1)-2)] + this%knot1(m(1)-degree(1):m(1)) = 1.0_rk + + if (allocated(this%knot2)) deallocate(this%knot2) + allocate(this%knot2(m(2))) + this%knot2(1:degree(2)+1) = 0.0_rk + this%knot2(degree(2)+2:m(2)-degree(2)-1) = [(real(i, rk)/(m(2)-2*degree(2)-1), i=1, m(2)-2*degree(2)-2)] + this%knot2(m(2)-degree(2):m(2)) = 1.0_rk + + if (allocated(this%knot3)) deallocate(this%knot3) + allocate(this%knot3(m(3))) + this%knot3(1:degree(3)+1) = 0.0_rk + this%knot3(degree(3)+2:m(3)-degree(3)-1) = [(real(i, rk)/(m(3)-2*degree(3)-1), i=1, m(3)-2*degree(3)-2)] + this%knot3(m(3)-degree(3):m(3)) = 1.0_rk + + if (present(Wc)) then + if (size(Wc) /= nc(1)*nc(2)*nc(3)) then + error stop 'Number of weights does not match the number of control points.' + else + if (allocated(this%Wc)) deallocate(this%Wc) + this%Wc = Wc + end if + end if + end subroutine + !=============================================================================== + + !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause @@ -182,15 +310,17 @@ pure subroutine create(this, res1, res2, res3, Xt1, Xt2, Xt3, Xt) integer, intent(in), optional :: res1, res2, res3 real(rk), intent(in), contiguous, optional :: Xt1(:), Xt2(:), Xt3(:) real(rk), intent(in), contiguous, optional :: Xt(:,:) - integer :: i, j - real(rk), allocatable :: Tgc1(:), Tgc2(:), Tgc3(:), Tgc(:) - real(rk), allocatable :: Xt_(:,:) + integer :: i ! check if (.not.allocated(this%Xc)) then error stop 'Control points are not set.' end if + if (.not.allocated(this%knot1) .or. .not.allocated(this%knot2) .or. .not.allocated(this%knot3)) then + error stop 'Knot vector(s) is/are not set.' + end if + ! Set parameter values if (present(Xt1)) then if (allocated(this%Xt1)) deallocate(this%Xt1) @@ -198,7 +328,7 @@ pure subroutine create(this, res1, res2, res3, Xt1, Xt2, Xt3, Xt) elseif (present(res1)) then if (allocated(this%Xt1)) deallocate(this%Xt1) allocate(this%Xt1(res1)) - this%Xt1 = [(real(i-1, rk) / real(res1-1, rk), i=1, res1)] + this%Xt1 = [(this%knot1(1)+(this%knot1(size(this%knot1))-this%knot1(1))*real(i-1,rk)/real(res1-1,rk), i=1, res1)] ! else ! this%Xt1 = this%Xt1 end if @@ -210,7 +340,7 @@ pure subroutine create(this, res1, res2, res3, Xt1, Xt2, Xt3, Xt) elseif (present(res2)) then if (allocated(this%Xt2)) deallocate(this%Xt2) allocate(this%Xt2(res2)) - this%Xt2 = [(real(i-1, rk) / real(res2-1, rk), i=1, res2)] + this%Xt2 = [(this%knot2(1)+(this%knot2(size(this%knot2))-this%knot2(1))*real(i-1,rk)/real(res2-1,rk), i=1, res2)] ! else ! this%Xt2 = this%Xt2 end if @@ -222,13 +352,13 @@ pure subroutine create(this, res1, res2, res3, Xt1, Xt2, Xt3, Xt) elseif (present(res3)) then if (allocated(this%Xt3)) deallocate(this%Xt3) allocate(this%Xt3(res3)) - this%Xt3 = [(real(i-1, rk) / real(res3-1, rk), i=1, res3)] + this%Xt3 = [(this%knot3(1)+(this%knot3(size(this%knot3))-this%knot3(1))*real(i-1,rk)/real(res3-1,rk), i=1, res3)] ! else ! this%Xt3 = this%Xt3 end if if (present(Xt)) then - Xt_ = Xt + this%Xt = Xt else ! Set number of geometry points @@ -236,33 +366,18 @@ pure subroutine create(this, res1, res2, res3, Xt1, Xt2, Xt3, Xt) this%ng(2) = size(this%Xt2,1) this%ng(3) = size(this%Xt3,1) - call ndgrid(this%Xt1, this%Xt2, this%Xt3, Xt_) + call ndgrid(this%Xt1, this%Xt2, this%Xt3, this%Xt) end if if (allocated(this%Xg)) deallocate(this%Xg) - allocate(this%Xg(size(Xt_,1), size(this%Xc,2))) - - if (allocated(this%Wc)) then ! NURBS volume - do i = 1, size(Xt_, 1) - Tgc1 = basis_bspline(Xt_(i,1), this%knot1, this%nc(1), this%degree(1)) - Tgc2 = basis_bspline(Xt_(i,2), this%knot2, this%nc(2), this%degree(2)) - Tgc3 = basis_bspline(Xt_(i,3), this%knot3, this%nc(3), this%degree(3)) - Tgc = kron(Tgc3, kron(Tgc2, Tgc1)) - Tgc = Tgc*(this%Wc/(dot_product(Tgc,this%Wc))) - do j = 1, size(this%Xc, 2) - this%Xg(i,j) = dot_product(Tgc,this%Xc(:,j)) - end do - end do - else - do i = 1, size(Xt_, 1) - Tgc1 = basis_bspline(Xt_(i,1), this%knot1, this%nc(1), this%degree(1)) - Tgc2 = basis_bspline(Xt_(i,2), this%knot2, this%nc(2), this%degree(2)) - Tgc3 = basis_bspline(Xt_(i,3), this%knot3, this%nc(3), this%degree(3)) - Tgc = kron(Tgc3, kron(Tgc2, Tgc1)) - do j = 1, size(this%Xc, 2) - this%Xg(i,j) = dot_product(Tgc,this%Xc(:,j)) - end do - end do + allocate(this%Xg(this%ng(1)*this%ng(2)*this%ng(3), size(this%Xc,2))) + + if (this%is_rational()) then ! NURBS + this%Xg = compute_Xg(& + this%Xt, this%knot1, this%knot2, this%knot3, this%degree, this%nc, this%ng, this%Xc, this%Wc) + else ! B-Spline + this%Xg = compute_Xg(& + this%Xt, this%knot1, this%knot2, this%knot3, this%degree, this%nc, this%ng, this%Xc) end if end subroutine !=============================================================================== @@ -271,7 +386,33 @@ pure subroutine create(this, res1, res2, res3, Xt1, Xt2, Xt3, Xt) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure function get_Xc(this) result(Xc) + pure function cmp_Xg(this, Xt) result(Xg) + class(nurbs_volume), intent(in) :: this + real(rk), intent(in), contiguous :: Xt(:) + real(rk), allocatable :: Xg(:) + + ! check + if (.not.allocated(this%Xc)) then + error stop 'Control points are not set.' + end if + + if (.not.allocated(this%knot1) .or. .not.allocated(this%knot2) .or. .not.allocated(this%knot3)) then + error stop 'Knot vector(s) is/are not set.' + end if + + if (this%is_rational()) then ! NURBS + Xg = compute_Xg(Xt, this%knot1, this%knot2, this%knot3, this%degree, this%nc, this%Xc, this%Wc) + else ! B-Spline + Xg = compute_Xg(Xt, this%knot1, this%knot2, this%knot3, this%degree, this%nc, this%Xc) + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Xc_all(this) result(Xc) class(nurbs_volume), intent(in) :: this real(rk), allocatable :: Xc(:,:) @@ -287,7 +428,51 @@ pure function get_Xc(this) result(Xc) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure function get_Xg(this) result(Xg) + pure function get_Xci(this, n) result(Xc) + class(nurbs_volume), intent(in) :: this + integer, intent(in) :: n + real(rk), allocatable :: Xc(:) + + if (allocated(this%Xc)) then + if (nubound(this%Xc,1)) then + error stop 'Invalid index for control points.' + end if + Xc = this%Xc(n,:) + else + error stop 'Control points are not set.' + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Xcid(this, n, dir) result(Xc) + class(nurbs_volume), intent(in) :: this + integer, intent(in) :: n + integer, intent(in) :: dir + real(rk) :: Xc + + if (allocated(this%Xc)) then + if (nubound(this%Xc,1)) then + error stop 'Invalid index for control points.' + end if + if (dirubound(this%Xc,2)) then + error stop 'Invalid direction for control points.' + end if + Xc = this%Xc(n, dir) + else + error stop 'Control points are not set.' + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Xg_all(this) result(Xg) class(nurbs_volume), intent(in) :: this real(rk), allocatable :: Xg(:,:) @@ -303,14 +488,78 @@ pure function get_Xg(this) result(Xg) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure function get_Wc(this) result(Wc) + pure function get_Xgi(this, n) result(Xg) + class(nurbs_volume), intent(in) :: this + integer, intent(in) :: n + real(rk), allocatable :: Xg(:) + + if (allocated(this%Xg)) then + if (nubound(this%Xg,1)) then + error stop 'Invalid index for geometry points.' + end if + Xg = this%Xg(n,:) + else + error stop 'Control points are not set.' + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Xgid(this, n, dir) result(Xg) + class(nurbs_volume), intent(in) :: this + integer, intent(in) :: n + integer, intent(in) :: dir + real(rk) :: Xg + + if (allocated(this%Xg)) then + if (nubound(this%Xg,1)) then + error stop 'Invalid index for geometry points.' + end if + if (dirubound(this%Xg,2)) then + error stop 'Invalid direction for geometry points.' + end if + Xg = this%Xg(n, dir) + else + error stop 'Control points are not set.' + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Wc_all(this) result(Wc) class(nurbs_volume), intent(in) :: this real(rk), allocatable :: Wc(:) if (allocated(this%Wc)) then Wc = this%Wc else - error stop 'The NURBS volume is not rational.' + error stop 'The NURBS volume is not rational or weights are not set.' + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_Wci(this, n) result(Wc) + class(nurbs_volume), intent(in) :: this + integer, intent(in) :: n + real(rk) :: Wc + + if (allocated(this%Wc)) then + if (nubound(this%Wc,1)) then + error stop 'Invalid index for weights.' + end if + Wc = this%Wc(n) + else + error stop 'The NURBS volume is not rational or weights are not set.' end if end function !=============================================================================== @@ -362,21 +611,52 @@ pure function get_ng(this) result(ng) !=============================================================================== + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine cmp_degree(this, dir) + class(nurbs_volume), intent(inout) :: this + integer, intent(in), optional :: dir + integer, allocatable :: m1(:), m2(:), m3(:) + + if (present(dir)) then + if (dir == 1) then + m1 = this%get_multiplicity(1) + this%degree(1) = m1(1) - 1 + else if (dir == 2) then + m2 = this%get_multiplicity(2) + this%degree(2) = m2(1) - 1 + else if (dir == 3) then + m3 = this%get_multiplicity(3) + this%degree(3) = m3(1) - 1 + else + error stop 'Invalid direction for degree.' + end if + else + m1 = this%get_multiplicity(1) + this%degree(1) = m1(1) - 1 + + m2 = this%get_multiplicity(2) + this%degree(2) = m2(1) - 1 + + m3 = this%get_multiplicity(3) + this%degree(3) = m3(1) - 1 + end if + + end subroutine + !=============================================================================== + + !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause pure function get_degree_all(this) result(degree) class(nurbs_volume), intent(in) :: this integer :: degree(3) - integer, allocatable :: m1(:), m2(:), m3(:) - m1 = this%get_multiplicity(1) - m2 = this%get_multiplicity(2) - m3 = this%get_multiplicity(3) - - degree(1) = m1(1) - 1 - degree(2) = m2(1) - 1 - degree(3) = m3(1) - 1 + degree(1) = this%degree(1) + degree(2) = this%degree(2) + degree(3) = this%degree(3) end function !=============================================================================== @@ -388,17 +668,13 @@ pure function get_degree_dir(this, dir) result(degree) class(nurbs_volume), intent(in) :: this integer, intent(in) :: dir integer :: degree - integer, allocatable :: m1(:), m2(:), m3(:) if (dir == 1) then - m1 = this%get_multiplicity(1) - degree = m1(1) - 1 + degree = this%degree(1) else if (dir == 2) then - m2 = this%get_multiplicity(2) - degree = m2(1) - 1 + degree = this%degree(2) else if (dir == 3) then - m3 = this%get_multiplicity(3) - degree = m3(1) - 1 + degree = this%degree(3) else error stop 'Invalid direction for degree.' end if @@ -498,11 +774,13 @@ pure subroutine finalize(this) if (allocated(this%Xt1)) deallocate(this%Xt1) if (allocated(this%Xt2)) deallocate(this%Xt2) if (allocated(this%Xt3)) deallocate(this%Xt3) + if (allocated(this%Xt)) deallocate(this%Xt) if (allocated(this%knot1)) deallocate(this%knot1) if (allocated(this%knot2)) deallocate(this%knot2) if (allocated(this%knot3)) deallocate(this%knot3) if (allocated(this%elemConn_Xc_vis)) deallocate(this%elemConn_Xc_vis) if (allocated(this%elemConn_Xg_vis)) deallocate(this%elemConn_Xg_vis) + if (allocated(this%elemConn)) deallocate(this%elemConn) end subroutine !=============================================================================== @@ -544,10 +822,10 @@ pure function cmp_elem_Xg_vis(this, p) result(elemConn) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - impure subroutine export_Xc(this, filename) + impure subroutine export_Xc(this, filename, encoding) class(nurbs_volume), intent(in) :: this character(len=*), intent(in) :: filename - integer :: i, nc, nunit + character(len=*), intent(in), optional :: encoding integer, allocatable :: elemConn(:,:) ! check @@ -561,31 +839,7 @@ impure subroutine export_Xc(this, filename) elemConn = this%elemConn_Xc_vis end if - nc = size(this%Xc, 1) - - open(newunit=nunit, file=filename, action='write') - write(nunit,'(a)') '# vtk DataFile Version 2.0' - write(nunit,'(a)') 'Generated by ForCAD' - write(nunit,'(a)') 'ASCII' - write(nunit,'(a)') 'DATASET UNSTRUCTURED_GRID' - write(nunit,'(a," ",g0," ",a)') 'POINTS', nc, 'double' - - if (size(this%Xc,2) == 2) then - write(nunit,'(g0," ",g0," ",g0)') (this%Xc(i,1), this%Xc(i,2), 0.0_rk , i = 1, nc) - elseif (size(this%Xc,2) == 3) then - write(nunit,'(g0," ",g0," ",g0)') (this%Xc(i,1), this%Xc(i,2), this%Xc(i,3) , i = 1, nc) - else - error stop 'Invalid dimension for control points.' - end if - - write(nunit,'(a," ",g0," ",g0)') 'CELLS', size(elemConn,1), size(elemConn,1)*(size(elemConn,2)+1) - write(nunit,'(g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0)')& - (8, elemConn(i,1)-1,elemConn(i,2)-1,elemConn(i,4)-1,elemConn(i,3)-1,& - elemConn(i,5)-1,elemConn(i,6)-1,elemConn(i,8)-1,elemConn(i,7)-1, i = 1, size(elemConn,1)) - - write(nunit,'(a," ",g0)') 'CELL_TYPES', size(elemConn,1) - write(nunit,'(g0)') (12 , i = 1, size(elemConn,1)) - close(nunit) + call export_vtk_legacy(filename, this%Xc, elemConn, 12, encoding) end subroutine !=============================================================================== @@ -593,10 +847,10 @@ impure subroutine export_Xc(this, filename) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - impure subroutine export_Xg(this, filename) + impure subroutine export_Xg(this, filename, encoding) class(nurbs_volume), intent(in) :: this character(len=*), intent(in) :: filename - integer :: i, ng, nunit + character(len=*), intent(in), optional :: encoding integer, allocatable :: elemConn(:,:) ! check @@ -610,31 +864,34 @@ impure subroutine export_Xg(this, filename) elemConn = this%elemConn_Xg_vis end if - ng = size(this%Xg, 1) + call export_vtk_legacy(filename, this%Xg, elemConn, 12, encoding) + end subroutine + !=============================================================================== + - open(newunit=nunit, file=filename, action='write') - write(nunit,'(a)') '# vtk DataFile Version 2.0' - write(nunit,'(a)') 'Generated by ForCAD' - write(nunit,'(a)') 'ASCII' - write(nunit,'(a)') 'DATASET UNSTRUCTURED_GRID' - write(nunit,'(a," ",g0," ",a)') 'POINTS', ng, 'double' + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + impure subroutine export_Xth(this, filename, encoding) + class(nurbs_volume), intent(in) :: this + character(len=*), intent(in) :: filename + character(len=*), intent(in), optional :: encoding + integer, allocatable :: elemConn(:,:) + real(rk), allocatable :: Xth(:,:), Xth1(:), Xth2(:), Xth3(:) + type(nurbs_volume) :: th - if (size(this%Xg,2) == 2) then - write(nunit,'(g0," ",g0," ",g0)') (this%Xg(i,1), this%Xg(i,2), 0.0_rk , i = 1, ng) - elseif (size(this%Xg,2) == 3) then - write(nunit,'(g0," ",g0," ",g0)') (this%Xg(i,1), this%Xg(i,2), this%Xg(i,3) , i = 1, ng) - else - error stop 'Invalid dimension for geometry points.' - end if + Xth1 = unique(this%knot1) + Xth2 = unique(this%knot2) + Xth3 = unique(this%knot3) + call ndgrid(Xth1, Xth2, Xth3, Xth) - write(nunit,'(a," ",g0," ",g0)') 'CELLS', size(elemConn,1), size(elemConn,1)*(size(elemConn,2)+1) - write(nunit,'(g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0," ",g0)')& - (8, elemConn(i,1)-1,elemConn(i,2)-1,elemConn(i,4)-1,elemConn(i,3)-1,& - elemConn(i,5)-1,elemConn(i,6)-1,elemConn(i,8)-1,elemConn(i,7)-1, i = 1, size(elemConn,1)) + call th%set(& + [this%knot1(1),Xth1,this%knot1(size(this%knot1))],& + [this%knot2(1),Xth2,this%knot2(size(this%knot2))],& + [this%knot3(1),Xth3,this%knot3(size(this%knot3))], Xth) + elemConn = th%cmp_elem() - write(nunit,'(a," ",g0)') 'CELL_TYPES', size(elemConn,1) - write(nunit,'(g0)') (12 , i = 1, size(elemConn,1)) - close(nunit) + call export_vtk_legacy(filename, Xth, elemConn, 12, encoding) end subroutine !=============================================================================== @@ -650,7 +907,13 @@ pure subroutine modify_Xc(this,X,num,dir) if (allocated(this%Xc)) then this%Xc(num,dir) = X - call this%set(knot1 = this%knot1, knot2 = this%knot2, knot3 = this%knot3, Xc = this%Xc, Wc = this%Wc) + if (allocated(this%Wc)) then + call this%set(knot1=this%get_knot(1), knot2=this%get_knot(2), knot3=this%get_knot(3),& + Xc=this%get_Xc(), Wc=this%get_Wc()) + else + call this%set(knot1=this%get_knot(1), knot2=this%get_knot(2), knot3=this%get_knot(3),& + Xc=this%get_Xc()) + end if else error stop 'Control points are not set.' end if @@ -668,9 +931,14 @@ pure subroutine modify_Wc(this,W,num) if (allocated(this%Wc)) then this%Wc(num) = W - call this%set(knot1 = this%knot1, knot2 = this%knot2, knot3 = this%knot3, Xc = this%Xc, Wc = this%Wc) + if (allocated(this%knot1) .and. allocated(this%knot2) .and. allocated(this%knot3)) then + call this%set(knot1=this%get_knot(1), knot2=this%get_knot(2), knot3=this%get_knot(3),& + Xc=this%get_Xc(), Wc=this%get_Wc()) + else + call this%set(nc=this%nc, Xc=this%get_Xc(), Wc=this%get_Wc()) + end if else - error stop 'The NURBS surface is not rational.' + error stop 'The NURBS volume is not rational.' end if end subroutine !=============================================================================== @@ -765,42 +1033,80 @@ pure function get_continuity(this, dir) result(c) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure function get_nc(this, dir) result(nc) - class(nurbs_volume), intent(in) :: this - integer, intent(in) :: dir - integer :: nc + pure subroutine cmp_nc(this, dir) + class(nurbs_volume), intent(inout) :: this + integer, intent(in), optional :: dir - if (dir == 1) then + if (present(dir)) then + + if (dir == 1) then + + ! check + if (.not.allocated(this%knot1)) then + error stop 'Knot vector is not set.' + else + this%nc(1) = sum(compute_multiplicity(this%knot1)) - this%degree(1) - 1 + end if + + elseif (dir == 2) then + + ! check + if (.not.allocated(this%knot2)) then + error stop 'Knot vector is not set.' + else + this%nc(2) = sum(compute_multiplicity(this%knot2)) - this%degree(2) - 1 + end if + + elseif (dir == 3) then + + ! check + if (.not.allocated(this%knot3)) then + error stop 'Knot vector is not set.' + else + this%nc(3) = sum(compute_multiplicity(this%knot3)) - this%degree(3) - 1 + end if + + else + error stop 'Invalid direction.' + end if + + else ! check if (.not.allocated(this%knot1)) then error stop 'Knot vector is not set.' else - nc = sum(compute_multiplicity(this%knot1)) - this%degree(1) - 1 + this%nc(1) = sum(compute_multiplicity(this%knot1)) - this%degree(1) - 1 end if - elseif (dir == 2) then - ! check if (.not.allocated(this%knot2)) then error stop 'Knot vector is not set.' else - nc = sum(compute_multiplicity(this%knot2)) - this%degree(2) - 1 + this%nc(2) = sum(compute_multiplicity(this%knot2)) - this%degree(2) - 1 end if - elseif (dir == 3) then - ! check if (.not.allocated(this%knot3)) then error stop 'Knot vector is not set.' else - nc = sum(compute_multiplicity(this%knot3)) - this%degree(3) - 1 + this%nc(3) = sum(compute_multiplicity(this%knot3)) - this%degree(3) - 1 end if - else - error stop 'Invalid direction.' end if + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function get_nc_all(this) result(nc) + class(nurbs_volume), intent(in) :: this + integer :: nc(3) + + nc = this%nc end function !=============================================================================== @@ -808,24 +1114,66 @@ pure function get_nc(this, dir) result(nc) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure subroutine derivative(this, res1, res2, res3, Xt1, Xt2, Xt3, dTgc) - class(nurbs_volume), intent(inout) :: this - integer, intent(in), optional :: res1, res2, res3 - real(rk), intent(in), contiguous, optional :: Xt1(:), Xt2(:), Xt3(:) - real(rk), allocatable, intent(out) :: dTgc(:,:) - real(rk), allocatable :: dTgci(:) - integer :: i - real(rk), allocatable :: dTgc1(:), dTgc2(:), dTgc3(:) - real(rk), allocatable :: Xt(:,:) + pure function get_nc_dir(this, dir) result(nc) + class(nurbs_volume), intent(in) :: this + integer, intent(in) :: dir + integer :: nc - ! Set parameter values + if (dir == 1) then + + ! check + if (.not.allocated(this%knot1)) then + error stop 'Knot vector is not set.' + else + nc = sum(compute_multiplicity(this%knot1)) - this%degree(1) - 1 + end if + + elseif (dir == 2) then + + ! check + if (.not.allocated(this%knot2)) then + error stop 'Knot vector is not set.' + else + nc = sum(compute_multiplicity(this%knot2)) - this%degree(2) - 1 + end if + + elseif (dir == 3) then + + ! check + if (.not.allocated(this%knot3)) then + error stop 'Knot vector is not set.' + else + nc = sum(compute_multiplicity(this%knot3)) - this%degree(3) - 1 + end if + + else + error stop 'Invalid direction.' + end if + + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine derivative_vector(this, res1, res2, res3, Xt1, Xt2, Xt3, dTgc, Tgc) + class(nurbs_volume), intent(inout) :: this + integer, intent(in), optional :: res1, res2, res3 + real(rk), intent(in), contiguous, optional :: Xt1(:), Xt2(:), Xt3(:) + real(rk), allocatable, intent(out) :: dTgc(:,:,:) + real(rk), allocatable, intent(out), optional :: Tgc(:,:) + integer :: i + real(rk), allocatable :: Xt(:,:) + + ! Set parameter values if (present(Xt1)) then if (allocated(this%Xt1)) deallocate(this%Xt1) this%Xt1 = Xt1 elseif (present(res1)) then if (allocated(this%Xt1)) deallocate(this%Xt1) allocate(this%Xt1(res1)) - this%Xt1 = [(real(i-1, rk) / real(res1-1, rk), i=1, res1)] + this%Xt1 = [(this%knot1(1)+(this%knot1(size(this%knot1))-this%knot1(1))*real(i-1,rk)/real(res1-1,rk), i=1, res1)] ! else ! this%Xt1 = this%Xt1 end if @@ -837,7 +1185,7 @@ pure subroutine derivative(this, res1, res2, res3, Xt1, Xt2, Xt3, dTgc) elseif (present(res2)) then if (allocated(this%Xt2)) deallocate(this%Xt2) allocate(this%Xt2(res2)) - this%Xt2 = [(real(i-1, rk) / real(res2-1, rk), i=1, res2)] + this%Xt2 = [(this%knot2(1)+(this%knot2(size(this%knot2))-this%knot2(1))*real(i-1,rk)/real(res2-1,rk), i=1, res2)] ! else ! this%Xt2 = this%Xt2 end if @@ -849,7 +1197,7 @@ pure subroutine derivative(this, res1, res2, res3, Xt1, Xt2, Xt3, dTgc) elseif (present(res3)) then if (allocated(this%Xt3)) deallocate(this%Xt3) allocate(this%Xt3(res3)) - this%Xt3 = [(real(i-1, rk) / real(res3-1, rk), i=1, res3)] + this%Xt3 = [(this%knot3(1)+(this%knot3(size(this%knot3))-this%knot3(1))*real(i-1,rk)/real(res3-1,rk), i=1, res3)] ! else ! this%Xt3 = this%Xt3 end if @@ -861,41 +1209,128 @@ pure subroutine derivative(this, res1, res2, res3, Xt1, Xt2, Xt3, dTgc) call ndgrid(this%Xt1, this%Xt2, this%Xt3, Xt) - allocate(dTgc(this%ng(1)*this%ng(2)*this%ng(3), this%nc(1)*this%nc(2)*this%nc(3))) + if (this%is_rational()) then ! NURBS + call compute_dTgc(Xt, this%knot1, this%knot2, this%knot3, this%degree, this%nc, this%ng, this%Wc, dTgc, Tgc) + else + call compute_dTgc(Xt, this%knot1, this%knot2, this%knot3, this%degree, this%nc, this%ng, dTgc, Tgc) + end if + end subroutine + !=============================================================================== + - if (allocated(this%Wc)) then ! NURBS volume - do i = 1, size(Xt, 1) - dTgc1 = basis_bspline_der(Xt(i,1), this%knot1, this%nc(1), this%degree(1)) - dTgc2 = basis_bspline_der(Xt(i,2), this%knot2, this%nc(2), this%degree(2)) - dTgc3 = basis_bspline_der(Xt(i,3), this%knot3, this%nc(3), this%degree(3)) - dTgci = kron(dTgc3, kron(dTgc2, dTgc1)) - dTgci = dTgci*(this%Wc/(dot_product(dTgci,this%Wc))) - dTgc(i,:) = dTgci - end do + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine derivative_scalar(this, Xt, dTgc, Tgc, elem) + class(nurbs_volume), intent(inout) :: this + real(rk), intent(in), contiguous :: Xt(:) + integer, intent(in), optional :: elem(:) + real(rk), allocatable, intent(out) :: dTgc(:,:) + real(rk), allocatable, intent(out), optional :: Tgc(:) + + if (this%is_rational()) then ! NURBS + call compute_dTgc(Xt, this%knot1, this%knot2, this%knot3, this%degree, this%nc, this%Wc, dTgc, Tgc, elem) else - do i = 1, size(Xt, 1) - dTgc1 = basis_bspline_der(Xt(i,1), this%knot1, this%nc(1), this%degree(1)) - dTgc2 = basis_bspline_der(Xt(i,2), this%knot2, this%nc(2), this%degree(2)) - dTgc3 = basis_bspline_der(Xt(i,3), this%knot3, this%nc(3), this%degree(3)) - dTgci = kron(dTgc3, kron(dTgc2, dTgc1)) - dTgc(i,:) = dTgci - end do + call compute_dTgc(Xt, this%knot1, this%knot2, this%knot3, this%degree, this%nc, dTgc, Tgc, elem) + end if + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine derivative2_vector(this, res1, res2, res3, Xt1, Xt2, Xt3, d2Tgc, dTgc, Tgc) + class(nurbs_volume), intent(inout) :: this + integer, intent(in), optional :: res1, res2, res3 + real(rk), intent(in), contiguous, optional :: Xt1(:), Xt2(:), Xt3(:) + real(rk), allocatable, intent(out) :: d2Tgc(:,:,:) + real(rk), allocatable, intent(out), optional :: dTgc(:,:,:) + real(rk), allocatable, intent(out), optional :: Tgc(:,:) + integer :: i + real(rk), allocatable :: Xt(:,:) + + ! Set parameter values + if (present(Xt1)) then + if (allocated(this%Xt1)) deallocate(this%Xt1) + this%Xt1 = Xt1 + elseif (present(res1)) then + if (allocated(this%Xt1)) deallocate(this%Xt1) + allocate(this%Xt1(res1)) + this%Xt1 = [(this%knot1(1)+(this%knot1(size(this%knot1))-this%knot1(1))*real(i-1,rk)/real(res1-1,rk), i=1, res1)] + ! else + ! this%Xt1 = this%Xt1 + end if + + ! Set parameter values + if (present(Xt2)) then + if (allocated(this%Xt2)) deallocate(this%Xt2) + this%Xt2 = Xt2 + elseif (present(res2)) then + if (allocated(this%Xt2)) deallocate(this%Xt2) + allocate(this%Xt2(res2)) + this%Xt2 = [(this%knot2(1)+(this%knot2(size(this%knot2))-this%knot2(1))*real(i-1,rk)/real(res2-1,rk), i=1, res2)] + ! else + ! this%Xt2 = this%Xt2 + end if + + ! Set parameter values + if (present(Xt3)) then + if (allocated(this%Xt3)) deallocate(this%Xt3) + this%Xt3 = Xt3 + elseif (present(res3)) then + if (allocated(this%Xt3)) deallocate(this%Xt3) + allocate(this%Xt3(res3)) + this%Xt3 = [(this%knot3(1)+(this%knot3(size(this%knot3))-this%knot3(1))*real(i-1,rk)/real(res3-1,rk), i=1, res3)] + ! else + ! this%Xt3 = this%Xt3 + end if + + ! Set number of geometry points + this%ng(1) = size(this%Xt1,1) + this%ng(2) = size(this%Xt2,1) + this%ng(3) = size(this%Xt3,1) + + call ndgrid(this%Xt1, this%Xt2, this%Xt3, Xt) + + if (this%is_rational()) then ! NURBS + call compute_d2Tgc(Xt, this%knot1, this%knot2, this%knot3, this%degree, this%nc, this%ng, this%Wc, d2Tgc, dTgc, Tgc) + else + call compute_d2Tgc(Xt, this%knot1, this%knot2, this%knot3, this%degree, this%nc, this%ng, d2Tgc, dTgc, Tgc) + end if + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine derivative2_scalar(this, Xt, d2Tgc, dTgc, Tgc) + class(nurbs_volume), intent(inout) :: this + real(rk), intent(in), contiguous :: Xt(:) + real(rk), allocatable, intent(out) :: d2Tgc(:,:) + real(rk), allocatable, intent(out), optional :: dTgc(:,:) + real(rk), allocatable, intent(out), optional :: Tgc(:) + + if (this%is_rational()) then ! NURBS + call compute_d2Tgc(Xt, this%knot1, this%knot2, this%knot3, this%degree, this%nc, this%Wc, d2Tgc, dTgc, Tgc) + else + call compute_d2Tgc(Xt, this%knot1, this%knot2, this%knot3, this%degree, this%nc, d2Tgc, dTgc, Tgc) end if end subroutine !=============================================================================== + !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure subroutine basis(this, res1, res2, res3, Xt1, Xt2, Xt3, Tgc) + pure subroutine basis_vector(this, res1, res2, res3, Xt1, Xt2, Xt3, Tgc) class(nurbs_volume), intent(inout) :: this integer, intent(in), optional :: res1, res2, res3 real(rk), intent(in), contiguous, optional :: Xt1(:), Xt2(:), Xt3(:) real(rk), allocatable, intent(out) :: Tgc(:,:) - real(rk), allocatable :: Tgci(:) integer :: i - real(rk), allocatable :: Tgc1(:), Tgc2(:), Tgc3(:) real(rk), allocatable :: Xt(:,:) ! Set parameter values @@ -905,7 +1340,7 @@ pure subroutine basis(this, res1, res2, res3, Xt1, Xt2, Xt3, Tgc) elseif (present(res1)) then if (allocated(this%Xt1)) deallocate(this%Xt1) allocate(this%Xt1(res1)) - this%Xt1 = [(real(i-1, rk) / real(res1-1, rk), i=1, res1)] + this%Xt1 = [(this%knot1(1)+(this%knot1(size(this%knot1))-this%knot1(1))*real(i-1,rk)/real(res1-1,rk), i=1, res1)] ! else ! this%Xt1 = this%Xt1 end if @@ -917,7 +1352,7 @@ pure subroutine basis(this, res1, res2, res3, Xt1, Xt2, Xt3, Tgc) elseif (present(res2)) then if (allocated(this%Xt2)) deallocate(this%Xt2) allocate(this%Xt2(res2)) - this%Xt2 = [(real(i-1, rk) / real(res2-1, rk), i=1, res2)] + this%Xt2 = [(this%knot2(1)+(this%knot2(size(this%knot2))-this%knot2(1))*real(i-1,rk)/real(res2-1,rk), i=1, res2)] ! else ! this%Xt2 = this%Xt2 end if @@ -929,7 +1364,7 @@ pure subroutine basis(this, res1, res2, res3, Xt1, Xt2, Xt3, Tgc) elseif (present(res3)) then if (allocated(this%Xt3)) deallocate(this%Xt3) allocate(this%Xt3(res3)) - this%Xt3 = [(real(i-1, rk) / real(res3-1, rk), i=1, res3)] + this%Xt3 = [(this%knot3(1)+(this%knot3(size(this%knot3))-this%knot3(1))*real(i-1,rk)/real(res3-1,rk), i=1, res3)] ! else ! this%Xt3 = this%Xt3 end if @@ -941,25 +1376,27 @@ pure subroutine basis(this, res1, res2, res3, Xt1, Xt2, Xt3, Tgc) call ndgrid(this%Xt1, this%Xt2, this%Xt3, Xt) - allocate(Tgc(this%ng(1)*this%ng(2)*this%ng(3), this%nc(1)*this%nc(2)*this%nc(3))) + if (this%is_rational()) then ! NURBS + Tgc = compute_Tgc(Xt, this%knot1, this%knot2, this%knot3, this%degree, this%nc, this%ng, this%Wc) + else + Tgc = compute_Tgc(Xt, this%knot1, this%knot2, this%knot3, this%degree, this%nc, this%ng) + end if + end subroutine + !=============================================================================== - if (allocated(this%Wc)) then ! NURBS volume - do i = 1, size(Xt, 1) - Tgc1 = basis_bspline(Xt(i,1), this%knot1, this%nc(1), this%degree(1)) - Tgc2 = basis_bspline(Xt(i,2), this%knot2, this%nc(2), this%degree(2)) - Tgc3 = basis_bspline(Xt(i,3), this%knot3, this%nc(3), this%degree(3)) - Tgci = kron(Tgc3, kron(Tgc2, Tgc1)) - Tgci = Tgci*(this%Wc/(dot_product(Tgci,this%Wc))) - Tgc(i,:) = Tgci - end do + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine basis_scalar(this, Xt, Tgc) + class(nurbs_volume), intent(inout) :: this + real(rk), intent(in), contiguous :: Xt(:) + real(rk), allocatable, intent(out) :: Tgc(:) + + if (this%is_rational()) then ! NURBS + Tgc = compute_Tgc(Xt, this%knot1, this%knot2, this%knot3, this%degree, this%nc, this%Wc) else - do i = 1, size(Xt, 1) - Tgc1 = basis_bspline(Xt(i,1), this%knot1, this%nc(1), this%degree(1)) - Tgc2 = basis_bspline(Xt(i,2), this%knot2, this%nc(2), this%degree(2)) - Tgc3 = basis_bspline(Xt(i,3), this%knot3, this%nc(3), this%degree(3)) - Tgci = kron(Tgc3, kron(Tgc2, Tgc1)) - Tgc(i,:) = Tgci - end do + Tgc = compute_Tgc(Xt, this%knot1, this%knot2, this%knot3, this%degree, this%nc) end if end subroutine !=============================================================================== @@ -973,7 +1410,7 @@ pure subroutine insert_knots(this, dir ,Xth,r) integer, intent(in) :: dir real(rk), intent(in), contiguous :: Xth(:) integer, intent(in), contiguous :: r(:) - integer :: k, i, s, dim, j, n_new + integer :: k, i, s, d, j, n_new real(rk), allocatable :: Xc(:,:), Xcw(:,:), Xcw_new(:,:), Xc_new(:,:), Wc_new(:), knot_new(:) real(rk), allocatable :: Xc4(:,:,:,:) @@ -990,14 +1427,14 @@ pure subroutine insert_knots(this, dir ,Xth,r) s = 0 end if - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) end do - Xcw(:,dim+1) = this%Wc(:) + Xcw(:,d+1) = this%Wc(:) - Xcw = reshape(Xcw,[this%nc(1),this%nc(2)*this%nc(3)*(dim+1)]) + Xcw = reshape(Xcw,[this%nc(1),this%nc(2)*this%nc(3)*(d+1)]) call insert_knot_A_5_1(& this%degree(1),& @@ -1011,17 +1448,16 @@ pure subroutine insert_knots(this, dir ,Xth,r) knot_new,& Xcw_new) - Xcw_new = reshape(Xcw_new,[(n_new+1)*this%nc(2)*this%nc(3),dim+1]) + Xcw_new = reshape(Xcw_new,[(n_new+1)*this%nc(2)*this%nc(3),d+1]) - allocate(Xc_new(1:(n_new+1)*this%nc(2)*this%nc(3),1:dim)) + allocate(Xc_new(1:(n_new+1)*this%nc(2)*this%nc(3),1:d)) allocate(Wc_new(1:(n_new+1)*this%nc(2)*this%nc(3))) do j = 1, (n_new+1)*this%nc(2)*this%nc(3) - Xc_new(j,1:dim) = Xcw_new(j,1:dim)/Xcw_new(j,dim+1) + Xc_new(j,1:d) = Xcw_new(j,1:d)/Xcw_new(j,d+1) end do - Wc_new(:) = Xcw_new(:,dim+1) + Wc_new(:) = Xcw_new(:,d+1) - deallocate(this%Xc, this%knot1, this%Wc) - call this%set(knot1=knot_new, knot2=this%knot2, knot3=this%knot3, Xc=Xc_new, Wc=Wc_new) + call this%set(knot1=knot_new, knot2=this%get_knot(2), knot3=this%get_knot(3), Xc=Xc_new, Wc=Wc_new) deallocate(Xcw, Xcw_new, Xc_new, Wc_new) end do @@ -1036,9 +1472,9 @@ pure subroutine insert_knots(this, dir ,Xth,r) s = 0 end if - dim = size(this%Xc,2) + d = size(this%Xc,2) - Xc = reshape(this%Xc,[this%nc(1),this%nc(2)*this%nc(3)*dim]) + Xc = reshape(this%Xc,[this%nc(1),this%nc(2)*this%nc(3)*d]) call insert_knot_A_5_1(& this%degree(1),& @@ -1052,10 +1488,9 @@ pure subroutine insert_knots(this, dir ,Xth,r) knot_new,& Xc_new) - Xc_new = reshape(Xc_new,[(n_new+1)*this%nc(2)*this%nc(3),dim]) + Xc_new = reshape(Xc_new,[(n_new+1)*this%nc(2)*this%nc(3),d]) - deallocate(this%Xc, this%knot1) - call this%set(knot1=knot_new, knot2=this%knot2, knot3=this%knot3, Xc=Xc_new) + call this%set(knot1=knot_new, knot2=this%get_knot(2), knot3=this%get_knot(3), Xc=Xc_new) end do end if @@ -1072,16 +1507,16 @@ pure subroutine insert_knots(this, dir ,Xth,r) s = 0 end if - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) end do - Xcw(:,dim+1) = this%Wc(:) + Xcw(:,d+1) = this%Wc(:) - Xc4 = reshape(Xcw, [this%nc(1),this%nc(2),this%nc(3),dim+1]) - Xc4 = reshape(Xc4, [this%nc(2),this%nc(1),this%nc(3),dim+1], order=[2,1,3,4]) - Xcw = reshape(Xc4,[this%nc(2),this%nc(1)*this%nc(3)*(dim+1)]) + Xc4 = reshape(Xcw, [this%nc(1),this%nc(2),this%nc(3),d+1]) + Xc4 = reshape(Xc4, [this%nc(2),this%nc(1),this%nc(3),d+1], order=[2,1,3,4]) + Xcw = reshape(Xc4,[this%nc(2),this%nc(1)*this%nc(3)*(d+1)]) call insert_knot_A_5_1(& this%degree(2),& @@ -1095,19 +1530,18 @@ pure subroutine insert_knots(this, dir ,Xth,r) knot_new,& Xcw_new) - Xc4 = reshape(Xcw_new, [n_new+1,this%nc(1),this%nc(3),dim+1]) - Xc4 = reshape(Xc4, [this%nc(1),n_new+1,this%nc(3),dim+1], order=[2,1,3,4]) - Xcw_new = reshape(Xc4,[this%nc(1)*(n_new+1)*this%nc(3),dim+1]) + Xc4 = reshape(Xcw_new, [n_new+1,this%nc(1),this%nc(3),d+1]) + Xc4 = reshape(Xc4, [this%nc(1),n_new+1,this%nc(3),d+1], order=[2,1,3,4]) + Xcw_new = reshape(Xc4,[this%nc(1)*(n_new+1)*this%nc(3),d+1]) - allocate(Xc_new(1:this%nc(1)*(n_new+1)*this%nc(3),1:dim)) + allocate(Xc_new(1:this%nc(1)*(n_new+1)*this%nc(3),1:d)) allocate(Wc_new(1:this%nc(1)*(n_new+1)*this%nc(3))) do j = 1, this%nc(1)*(n_new+1)*this%nc(3) - Xc_new(j,1:dim) = Xcw_new(j,1:dim)/Xcw_new(j,dim+1) + Xc_new(j,1:d) = Xcw_new(j,1:d)/Xcw_new(j,d+1) end do - Wc_new(:) = Xcw_new(:,dim+1) + Wc_new(:) = Xcw_new(:,d+1) - deallocate(this%Xc, this%knot2, this%Wc) - call this%set(knot1=this%knot1, knot2=knot_new, knot3=this%knot3, Xc=Xc_new, Wc=Wc_new) + call this%set(knot1=this%get_knot(1), knot2=knot_new, knot3=this%get_knot(3), Xc=Xc_new, Wc=Wc_new) deallocate(Xcw, Xcw_new, Xc_new, Wc_new) end do @@ -1121,11 +1555,11 @@ pure subroutine insert_knots(this, dir ,Xth,r) s = 0 end if - dim = size(this%Xc,2) + d = size(this%Xc,2) - Xc4 = reshape(this%Xc, [this%nc(1),this%nc(2),this%nc(3),dim]) - Xc4 = reshape(Xc4, [this%nc(2),this%nc(1),this%nc(3),dim], order=[2,1,3,4]) - Xc = reshape(Xc4,[this%nc(2),this%nc(1)*this%nc(3)*dim]) + Xc4 = reshape(this%Xc, [this%nc(1),this%nc(2),this%nc(3),d]) + Xc4 = reshape(Xc4, [this%nc(2),this%nc(1),this%nc(3),d], order=[2,1,3,4]) + Xc = reshape(Xc4,[this%nc(2),this%nc(1)*this%nc(3)*d]) call insert_knot_A_5_1(& this%degree(2),& @@ -1139,12 +1573,11 @@ pure subroutine insert_knots(this, dir ,Xth,r) knot_new,& Xc_new) - Xc4 = reshape(Xc_new, [n_new+1,this%nc(1),this%nc(3),dim]) - Xc4 = reshape(Xc4, [this%nc(1),n_new+1,this%nc(3),dim], order=[2,1,3,4]) - Xc_new = reshape(Xc4,[this%nc(1)*(n_new+1)*this%nc(3),dim]) + Xc4 = reshape(Xc_new, [n_new+1,this%nc(1),this%nc(3),d]) + Xc4 = reshape(Xc4, [this%nc(1),n_new+1,this%nc(3),d], order=[2,1,3,4]) + Xc_new = reshape(Xc4,[this%nc(1)*(n_new+1)*this%nc(3),d]) - deallocate(this%Xc, this%knot2) - call this%set(knot1=this%knot1, knot2=knot_new, knot3= this%knot3, Xc=Xc_new) + call this%set(knot1=this%get_knot(1), knot2=knot_new, knot3=this%get_knot(3), Xc=Xc_new) end do @@ -1162,16 +1595,16 @@ pure subroutine insert_knots(this, dir ,Xth,r) s = 0 end if - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) end do - Xcw(:,dim+1) = this%Wc(:) + Xcw(:,d+1) = this%Wc(:) - Xc4 = reshape(Xcw, [this%nc(1),this%nc(2),this%nc(3),dim+1]) - Xc4 = reshape(Xc4, [this%nc(3),this%nc(2),this%nc(1),dim+1], order=[3,2,1,4]) - Xcw = reshape(Xc4,[this%nc(3),this%nc(2)*this%nc(1)*(dim+1)]) + Xc4 = reshape(Xcw, [this%nc(1),this%nc(2),this%nc(3),d+1]) + Xc4 = reshape(Xc4, [this%nc(3),this%nc(2),this%nc(1),d+1], order=[3,2,1,4]) + Xcw = reshape(Xc4,[this%nc(3),this%nc(2)*this%nc(1)*(d+1)]) call insert_knot_A_5_1(& this%degree(3),& @@ -1185,19 +1618,18 @@ pure subroutine insert_knots(this, dir ,Xth,r) knot_new,& Xcw_new) - Xc4 = reshape(Xcw_new, [n_new+1,this%nc(2),this%nc(1),dim+1]) - Xc4 = reshape(Xc4, [this%nc(1),this%nc(2),n_new+1,dim+1], order=[3,2,1,4]) - Xcw_new = reshape(Xc4,[this%nc(1)*this%nc(2)*(n_new+1),dim+1]) + Xc4 = reshape(Xcw_new, [n_new+1,this%nc(2),this%nc(1),d+1]) + Xc4 = reshape(Xc4, [this%nc(1),this%nc(2),n_new+1,d+1], order=[3,2,1,4]) + Xcw_new = reshape(Xc4,[this%nc(1)*this%nc(2)*(n_new+1),d+1]) - allocate(Xc_new(1:this%nc(1)*this%nc(2)*(n_new+1),1:dim)) + allocate(Xc_new(1:this%nc(1)*this%nc(2)*(n_new+1),1:d)) allocate(Wc_new(1:this%nc(1)*this%nc(2)*(n_new+1))) do j = 1, this%nc(1)*this%nc(2)*(n_new+1) - Xc_new(j,1:dim) = Xcw_new(j,1:dim)/Xcw_new(j,dim+1) + Xc_new(j,1:d) = Xcw_new(j,1:d)/Xcw_new(j,d+1) end do - Wc_new(:) = Xcw_new(:,dim+1) + Wc_new(:) = Xcw_new(:,d+1) - deallocate(this%Xc, this%knot3, this%Wc) - call this%set(knot1=this%knot1, knot2=this%knot2, knot3=knot_new, Xc=Xc_new, Wc=Wc_new) + call this%set(knot1=this%get_knot(1), knot2=this%get_knot(2), knot3=knot_new, Xc=Xc_new, Wc=Wc_new) deallocate(Xcw, Xcw_new, Xc_new, Wc_new) end do @@ -1211,11 +1643,11 @@ pure subroutine insert_knots(this, dir ,Xth,r) s = 0 end if - dim = size(this%Xc,2) + d = size(this%Xc,2) - Xc4 = reshape(this%Xc, [this%nc(1),this%nc(2),this%nc(3),dim]) - Xc4 = reshape(Xc4, [this%nc(3),this%nc(2),this%nc(1),dim], order=[3,2,1,4]) - Xc = reshape(Xc4,[this%nc(3),this%nc(2)*this%nc(1)*dim]) + Xc4 = reshape(this%Xc, [this%nc(1),this%nc(2),this%nc(3),d]) + Xc4 = reshape(Xc4, [this%nc(3),this%nc(2),this%nc(1),d], order=[3,2,1,4]) + Xc = reshape(Xc4,[this%nc(3),this%nc(2)*this%nc(1)*d]) call insert_knot_A_5_1(& this%degree(3),& @@ -1229,12 +1661,11 @@ pure subroutine insert_knots(this, dir ,Xth,r) knot_new,& Xc_new) - Xc4 = reshape(Xc_new, [n_new+1,this%nc(2),this%nc(1),dim]) - Xc4 = reshape(Xc4, [this%nc(1),this%nc(2),n_new+1,dim], order=[3,2,1,4]) - Xc_new = reshape(Xc4, [this%nc(1)*this%nc(2)*(n_new+1),dim]) + Xc4 = reshape(Xc_new, [n_new+1,this%nc(2),this%nc(1),d]) + Xc4 = reshape(Xc4, [this%nc(1),this%nc(2),n_new+1,d], order=[3,2,1,4]) + Xc_new = reshape(Xc4, [this%nc(1)*this%nc(2)*(n_new+1),d]) - deallocate(this%Xc, this%knot3) - call this%set(knot1=this%knot1, knot2=this%knot2, knot3=knot_new, Xc=Xc_new) + call this%set(knot1=this%get_knot(1), knot2=this%get_knot(2), knot3=knot_new, Xc=Xc_new) end do end if @@ -1255,7 +1686,7 @@ pure subroutine elevate_degree(this, dir, t) integer, intent(in) :: dir integer, intent(in) :: t real(rk), allocatable :: Xc(:,:), Xcw(:,:), Xcw_new(:,:), Xc_new(:,:), Wc_new(:), knot_new(:) - integer :: nc_new, dim, j + integer :: nc_new, d, j real(rk), allocatable:: Xc4(:,:,:,:) @@ -1263,42 +1694,40 @@ pure subroutine elevate_degree(this, dir, t) if (allocated(this%Wc)) then ! NURBS - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) end do - Xcw(:,dim+1) = this%Wc(:) + Xcw(:,d+1) = this%Wc(:) - Xcw = reshape(Xcw,[this%nc(1),this%nc(2)*this%nc(3)*(dim+1)],order=[1,2]) + Xcw = reshape(Xcw,[this%nc(1),this%nc(2)*this%nc(3)*(d+1)],order=[1,2]) call elevate_degree_A_5_9(t, this%knot1, this%degree(1), Xcw, nc_new, knot_new, Xcw_new) - Xcw_new = reshape(Xcw_new,[nc_new*this%nc(2)*this%nc(3),dim+1],order=[1,2]) + Xcw_new = reshape(Xcw_new,[nc_new*this%nc(2)*this%nc(3),d+1],order=[1,2]) - allocate(Xc_new(1:nc_new*this%nc(2)*this%nc(3),1:dim)) + allocate(Xc_new(1:nc_new*this%nc(2)*this%nc(3),1:d)) allocate(Wc_new(1:nc_new*this%nc(2)*this%nc(3))) do j = 1, nc_new*this%nc(2)*this%nc(3) - Xc_new(j,1:dim) = Xcw_new(j,1:dim)/Xcw_new(j,dim+1) + Xc_new(j,1:d) = Xcw_new(j,1:d)/Xcw_new(j,d+1) end do - Wc_new(:) = Xcw_new(:,dim+1) + Wc_new(:) = Xcw_new(:,d+1) - deallocate(this%Xc, this%knot1, this%Wc) - call this%set(knot1=knot_new, knot2=this%knot2, knot3=this%knot3, Xc=Xc_new, Wc=Wc_new) + call this%set(knot1=knot_new, knot2=this%get_knot(2), knot3=this%get_knot(3), Xc=Xc_new, Wc=Wc_new) deallocate(Xcw, Xcw_new, Xc_new, Wc_new) else ! B-Spline - dim = size(this%Xc,2) + d = size(this%Xc,2) - Xc = reshape(this%Xc,[this%nc(1),this%nc(2)*this%nc(3)*dim],order=[1,2]) + Xc = reshape(this%Xc,[this%nc(1),this%nc(2)*this%nc(3)*d],order=[1,2]) call elevate_degree_A_5_9(t, this%knot1, this%degree(1), Xc, nc_new, knot_new, Xc_new) - Xc_new = reshape(Xc_new,[nc_new*this%nc(2)*this%nc(3),dim],order=[1,2]) + Xc_new = reshape(Xc_new,[nc_new*this%nc(2)*this%nc(3),d],order=[1,2]) - deallocate(this%Xc, this%knot1) - call this%set(knot1=knot_new, knot2=this%knot2, knot3=this%knot3, Xc=Xc_new) + call this%set(knot1=knot_new, knot2=this%get_knot(2), knot3=this%get_knot(3), Xc=Xc_new) end if @@ -1307,53 +1736,51 @@ pure subroutine elevate_degree(this, dir, t) if (allocated(this%Wc)) then ! NURBS - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) end do - Xcw(:,dim+1) = this%Wc(:) + Xcw(:,d+1) = this%Wc(:) - Xc4 = reshape(Xcw, [this%nc(1),this%nc(2),this%nc(3),dim+1]) - Xc4 = reshape(Xc4, [this%nc(2),this%nc(1),this%nc(3),dim+1], order=[2,1,3,4]) - Xcw = reshape(Xc4,[this%nc(2),this%nc(1)*this%nc(3)*(dim+1)]) + Xc4 = reshape(Xcw, [this%nc(1),this%nc(2),this%nc(3),d+1]) + Xc4 = reshape(Xc4, [this%nc(2),this%nc(1),this%nc(3),d+1], order=[2,1,3,4]) + Xcw = reshape(Xc4,[this%nc(2),this%nc(1)*this%nc(3)*(d+1)]) call elevate_degree_A_5_9(t, this%knot2, this%degree(2), Xcw, nc_new, knot_new, Xcw_new) - Xc4 = reshape(Xcw_new, [nc_new,this%nc(1),this%nc(3),dim+1]) - Xc4 = reshape(Xc4, [this%nc(1),nc_new,this%nc(3),dim+1], order=[2,1,3,4]) - Xcw_new = reshape(Xc4,[this%nc(1)*nc_new*this%nc(3),dim+1]) + Xc4 = reshape(Xcw_new, [nc_new,this%nc(1),this%nc(3),d+1]) + Xc4 = reshape(Xc4, [this%nc(1),nc_new,this%nc(3),d+1], order=[2,1,3,4]) + Xcw_new = reshape(Xc4,[this%nc(1)*nc_new*this%nc(3),d+1]) - allocate(Xc_new(1:this%nc(1)*nc_new*this%nc(3),1:dim)) + allocate(Xc_new(1:this%nc(1)*nc_new*this%nc(3),1:d)) allocate(Wc_new(1:this%nc(1)*nc_new*this%nc(3))) do j = 1, this%nc(1)*nc_new*this%nc(3) - Xc_new(j,1:dim) = Xcw_new(j,1:dim)/Xcw_new(j,dim+1) + Xc_new(j,1:d) = Xcw_new(j,1:d)/Xcw_new(j,d+1) end do - Wc_new(:) = Xcw_new(:,dim+1) + Wc_new(:) = Xcw_new(:,d+1) - deallocate(this%Xc, this%knot2, this%Wc) - call this%set(knot1=this%knot1, knot2=knot_new, knot3=this%knot3, Xc=Xc_new, Wc=Wc_new) + call this%set(knot1=this%get_knot(1), knot2=knot_new, knot3=this%get_knot(3), Xc=Xc_new, Wc=Wc_new) deallocate(Xcw, Xcw_new, Xc_new, Wc_new) else ! B-Spline - dim = size(this%Xc,2) + d = size(this%Xc,2) - Xc4 = reshape(this%Xc, [this%nc(1),this%nc(2),this%nc(3),dim]) - Xc4 = reshape(Xc4, [this%nc(2),this%nc(1),this%nc(3),dim], order=[2,1,3,4]) - Xc = reshape(Xc4,[this%nc(2),this%nc(1)*this%nc(3)*dim]) + Xc4 = reshape(this%Xc, [this%nc(1),this%nc(2),this%nc(3),d]) + Xc4 = reshape(Xc4, [this%nc(2),this%nc(1),this%nc(3),d], order=[2,1,3,4]) + Xc = reshape(Xc4,[this%nc(2),this%nc(1)*this%nc(3)*d]) call elevate_degree_A_5_9(t, this%knot2, this%degree(2), Xc, nc_new, knot_new, Xc_new) - Xc4 = reshape(Xc_new, [nc_new,this%nc(1),this%nc(3),dim]) - Xc4 = reshape(Xc4, [this%nc(1),nc_new,this%nc(3),dim], order=[2,1,3,4]) - Xc_new = reshape(Xc4,[this%nc(1)*nc_new*this%nc(3),dim]) + Xc4 = reshape(Xc_new, [nc_new,this%nc(1),this%nc(3),d]) + Xc4 = reshape(Xc4, [this%nc(1),nc_new,this%nc(3),d], order=[2,1,3,4]) + Xc_new = reshape(Xc4,[this%nc(1)*nc_new*this%nc(3),d]) - deallocate(this%Xc, this%knot2) - call this%set(knot1=this%knot1, knot2=knot_new, knot3= this%knot3, Xc=Xc_new) + call this%set(knot1=this%get_knot(1), knot2=knot_new, knot3=this%get_knot(3), Xc=Xc_new) end if @@ -1361,52 +1788,50 @@ pure subroutine elevate_degree(this, dir, t) if (allocated(this%Wc)) then ! NURBS - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) end do - Xcw(:,dim+1) = this%Wc(:) + Xcw(:,d+1) = this%Wc(:) - Xc4 = reshape(Xcw, [this%nc(1),this%nc(2),this%nc(3),dim+1]) - Xc4 = reshape(Xc4, [this%nc(3),this%nc(2),this%nc(1),dim+1], order=[3,2,1,4]) - Xcw = reshape(Xc4,[this%nc(3),this%nc(2)*this%nc(1)*(dim+1)]) + Xc4 = reshape(Xcw, [this%nc(1),this%nc(2),this%nc(3),d+1]) + Xc4 = reshape(Xc4, [this%nc(3),this%nc(2),this%nc(1),d+1], order=[3,2,1,4]) + Xcw = reshape(Xc4,[this%nc(3),this%nc(2)*this%nc(1)*(d+1)]) call elevate_degree_A_5_9(t, this%knot3, this%degree(3), Xcw, nc_new, knot_new, Xcw_new) - Xc4 = reshape(Xcw_new, [nc_new,this%nc(2),this%nc(1),dim+1]) - Xc4 = reshape(Xc4, [this%nc(1),this%nc(2),nc_new,dim+1], order=[3,2,1,4]) - Xcw_new = reshape(Xc4,[this%nc(1)*this%nc(2)*nc_new,dim+1]) + Xc4 = reshape(Xcw_new, [nc_new,this%nc(2),this%nc(1),d+1]) + Xc4 = reshape(Xc4, [this%nc(1),this%nc(2),nc_new,d+1], order=[3,2,1,4]) + Xcw_new = reshape(Xc4,[this%nc(1)*this%nc(2)*nc_new,d+1]) - allocate(Xc_new(1:this%nc(1)*this%nc(2)*nc_new,1:dim)) + allocate(Xc_new(1:this%nc(1)*this%nc(2)*nc_new,1:d)) allocate(Wc_new(1:this%nc(1)*this%nc(2)*nc_new)) do j = 1, this%nc(1)*this%nc(2)*nc_new - Xc_new(j,1:dim) = Xcw_new(j,1:dim)/Xcw_new(j,dim+1) + Xc_new(j,1:d) = Xcw_new(j,1:d)/Xcw_new(j,d+1) end do - Wc_new(:) = Xcw_new(:,dim+1) + Wc_new(:) = Xcw_new(:,d+1) - deallocate(this%Xc, this%knot3, this%Wc) - call this%set(knot1=this%knot1, knot2=this%knot2, knot3=knot_new, Xc=Xc_new, Wc=Wc_new) + call this%set(knot1=this%get_knot(1), knot2=this%get_knot(2), knot3=knot_new, Xc=Xc_new, Wc=Wc_new) deallocate(Xcw, Xcw_new, Xc_new, Wc_new) else ! B-Spline - dim = size(this%Xc,2) + d = size(this%Xc,2) - Xc4 = reshape(this%Xc, [this%nc(1),this%nc(2),this%nc(3),dim]) - Xc4 = reshape(Xc4, [this%nc(3),this%nc(2),this%nc(1),dim], order=[3,2,1,4]) - Xc = reshape(Xc4,[this%nc(3),this%nc(2)*this%nc(1)*dim]) + Xc4 = reshape(this%Xc, [this%nc(1),this%nc(2),this%nc(3),d]) + Xc4 = reshape(Xc4, [this%nc(3),this%nc(2),this%nc(1),d], order=[3,2,1,4]) + Xc = reshape(Xc4,[this%nc(3),this%nc(2)*this%nc(1)*d]) call elevate_degree_A_5_9(t, this%knot3, this%degree(3), Xc, nc_new, knot_new, Xc_new) - Xc4 = reshape(Xc_new, [nc_new,this%nc(2),this%nc(1),dim]) - Xc4 = reshape(Xc4, [this%nc(1),this%nc(2),nc_new,dim], order=[3,2,1,4]) - Xc_new = reshape(Xc4,[this%nc(1)*this%nc(2)*nc_new,dim]) + Xc4 = reshape(Xc_new, [nc_new,this%nc(2),this%nc(1),d]) + Xc4 = reshape(Xc4, [this%nc(1),this%nc(2),nc_new,d], order=[3,2,1,4]) + Xc_new = reshape(Xc4,[this%nc(1)*this%nc(2)*nc_new,d]) - deallocate(this%Xc, this%knot3) - call this%set(knot1=this%knot1, knot2=this%knot2, knot3=knot_new, Xc=Xc_new) + call this%set(knot1=this%get_knot(1), knot2=this%get_knot(2), knot3=knot_new, Xc=Xc_new) end if @@ -1535,7 +1960,7 @@ pure subroutine put_to_nurbs(this, X, elemConn) class(nurbs_volume), intent(inout) :: this real(rk), intent(in), contiguous :: X(:,:) integer, intent(in), contiguous :: elemConn(:,:) - integer :: i, j + integer :: i real(rk), allocatable :: Tgc1(:), Tgc2(:), Tgc3(:), Tgc(:) real(rk), allocatable :: Xt(:,:) real(rk) :: min_X1, max_X1, min_X2, max_X2, min_X3, max_X3 @@ -1557,6 +1982,7 @@ pure subroutine put_to_nurbs(this, X, elemConn) Xt(:,3) = (X(:,3) - min_X3) / (max_X3 - min_X3) allocate(this%Xg(size(Xt,1), size(this%Xc,2))) + allocate(Tgc(this%nc(1)*this%nc(2)*this%nc(3))) if (allocated(this%Wc)) then ! NURBS volume do i = 1, size(Xt, 1) @@ -1565,9 +1991,7 @@ pure subroutine put_to_nurbs(this, X, elemConn) Tgc3 = basis_bspline(Xt(i,3), this%knot3, this%nc(3), this%degree(3)) Tgc = kron(Tgc3, kron(Tgc2, Tgc1)) Tgc = Tgc*(this%Wc/(dot_product(Tgc,this%Wc))) - do j = 1, size(this%Xc, 2) - this%Xg(i,j) = dot_product(Tgc,this%Xc(:,j)) - end do + this%Xg(i,:) = matmul(Tgc,this%Xc) end do else ! B-Spline volume do i = 1, size(Xt, 1) @@ -1575,9 +1999,7 @@ pure subroutine put_to_nurbs(this, X, elemConn) Tgc2 = basis_bspline(Xt(i,2), this%knot2, this%nc(2), this%degree(2)) Tgc3 = basis_bspline(Xt(i,3), this%knot3, this%nc(3), this%degree(3)) Tgc = kron(Tgc3, kron(Tgc2, Tgc1)) - do j = 1, size(this%Xc, 2) - this%Xg(i,j) = dot_product(Tgc,this%Xc(:,j)) - end do + this%Xg(i,:) = matmul(Tgc,this%Xc) end do end if @@ -1595,7 +2017,7 @@ pure subroutine remove_knots(this, dir ,Xth,r) integer, intent(in) :: dir real(rk), intent(in), contiguous :: Xth(:) integer, intent(in), contiguous :: r(:) - integer :: k, i, s, dim, j, nc_new, t + integer :: k, i, s, d, j, nc_new, t real(rk), allocatable :: Xc(:,:), Xcw(:,:), Xcw_new(:,:), Xc_new(:,:), Wc_new(:), knot_new(:) real(rk), allocatable :: Xc4(:,:,:,:) @@ -1613,14 +2035,14 @@ pure subroutine remove_knots(this, dir ,Xth,r) end if k = k + 1 - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) end do - Xcw(:,dim+1) = this%Wc(:) + Xcw(:,d+1) = this%Wc(:) - Xcw = reshape(Xcw,[this%nc(1),this%nc(2)*this%nc(3)*(dim+1)],order=[1,2]) + Xcw = reshape(Xcw,[this%nc(1),this%nc(2)*this%nc(3)*(d+1)],order=[1,2]) call remove_knots_A_5_8(& this%degree(1),& @@ -1640,17 +2062,16 @@ pure subroutine remove_knots(this, dir ,Xth,r) ! no change else nc_new = size(Xcw_new,1) - Xcw_new = reshape(Xcw_new,[(nc_new)*this%nc(2)*this%nc(3),dim+1],order=[1,2]) + Xcw_new = reshape(Xcw_new,[(nc_new)*this%nc(2)*this%nc(3),d+1],order=[1,2]) - allocate(Xc_new(1:(nc_new)*this%nc(2)*this%nc(3),1:dim)) + allocate(Xc_new(1:(nc_new)*this%nc(2)*this%nc(3),1:d)) allocate(Wc_new(1:(nc_new)*this%nc(2)*this%nc(3))) do j = 1, (nc_new)*this%nc(2)*this%nc(3) - Xc_new(j,1:dim) = Xcw_new(j,1:dim)/Xcw_new(j,dim+1) + Xc_new(j,1:d) = Xcw_new(j,1:d)/Xcw_new(j,d+1) end do - Wc_new(:) = Xcw_new(:,dim+1) + Wc_new(:) = Xcw_new(:,d+1) - deallocate(this%Xc, this%knot1, this%Wc) - call this%set(knot1=knot_new, knot2=this%knot2, knot3=this%knot3, Xc=Xc_new, Wc=Wc_new) + call this%set(knot1=knot_new, knot2=this%get_knot(2), knot3=this%get_knot(3), Xc=Xc_new, Wc=Wc_new) deallocate(Xcw_new, Xc_new, Wc_new) end if end do @@ -1667,9 +2088,9 @@ pure subroutine remove_knots(this, dir ,Xth,r) end if k = k + 1 - dim = size(this%Xc,2) + d = size(this%Xc,2) - Xc = reshape(this%Xc,[this%nc(1),this%nc(2)*this%nc(3)*dim]) + Xc = reshape(this%Xc,[this%nc(1),this%nc(2)*this%nc(3)*d]) call remove_knots_A_5_8(& this%degree(1),& @@ -1689,10 +2110,9 @@ pure subroutine remove_knots(this, dir ,Xth,r) ! no change else nc_new = size(Xcw_new,1) - Xc_new = reshape(Xc_new,[(nc_new)*this%nc(2)*this%nc(3),dim]) + Xc_new = reshape(Xc_new,[(nc_new)*this%nc(2)*this%nc(3),d]) - deallocate(this%Xc, this%knot1) - call this%set(knot1=knot_new, knot2=this%knot2, knot3=this%knot3, Xc=Xc_new) + call this%set(knot1=knot_new, knot2=this%get_knot(2), knot3=this%get_knot(3), Xc=Xc_new) end if end do @@ -1711,17 +2131,17 @@ pure subroutine remove_knots(this, dir ,Xth,r) end if k = k + 1 - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) end do - Xcw(:,dim+1) = this%Wc(:) + Xcw(:,d+1) = this%Wc(:) - Xc4 = reshape(Xcw, [this%nc(1),this%nc(2),this%nc(3),dim+1]) - Xc4 = reshape(Xc4, [this%nc(2),this%nc(1),this%nc(3),dim+1], order=[2,1,3,4]) - Xcw = reshape(Xc4,[this%nc(2),this%nc(1)*this%nc(3)*(dim+1)]) + Xc4 = reshape(Xcw, [this%nc(1),this%nc(2),this%nc(3),d+1]) + Xc4 = reshape(Xc4, [this%nc(2),this%nc(1),this%nc(3),d+1], order=[2,1,3,4]) + Xcw = reshape(Xc4,[this%nc(2),this%nc(1)*this%nc(3)*(d+1)]) call remove_knots_A_5_8(& this%degree(2),& @@ -1742,20 +2162,19 @@ pure subroutine remove_knots(this, dir ,Xth,r) else nc_new = size(Xcw_new,1) - Xc4 = reshape(Xcw_new, [nc_new,this%nc(1),this%nc(3),dim+1]) - Xc4 = reshape(Xc4, [this%nc(1),nc_new,this%nc(3),dim+1], order=[2,1,3,4]) - Xcw_new = reshape(Xc4,[this%nc(1)*(nc_new)*this%nc(3),dim+1]) + Xc4 = reshape(Xcw_new, [nc_new,this%nc(1),this%nc(3),d+1]) + Xc4 = reshape(Xc4, [this%nc(1),nc_new,this%nc(3),d+1], order=[2,1,3,4]) + Xcw_new = reshape(Xc4,[this%nc(1)*(nc_new)*this%nc(3),d+1]) - allocate(Xc_new(1:this%nc(1)*(nc_new)*this%nc(3),1:dim)) + allocate(Xc_new(1:this%nc(1)*(nc_new)*this%nc(3),1:d)) allocate(Wc_new(1:this%nc(1)*(nc_new)*this%nc(3))) do j = 1, this%nc(1)*(nc_new)*this%nc(3) - Xc_new(j,1:dim) = Xcw_new(j,1:dim)/Xcw_new(j,dim+1) + Xc_new(j,1:d) = Xcw_new(j,1:d)/Xcw_new(j,d+1) end do - Wc_new(:) = Xcw_new(:,dim+1) + Wc_new(:) = Xcw_new(:,d+1) - deallocate(this%Xc, this%knot2, this%Wc) - call this%set(knot1=this%knot1, knot2=knot_new, knot3=this%knot3, Xc=Xc_new, Wc=Wc_new) + call this%set(knot1=this%get_knot(1), knot2=knot_new, knot3=this%get_knot(3), Xc=Xc_new, Wc=Wc_new) deallocate(Xcw_new, Xc_new, Wc_new) end if end do @@ -1771,11 +2190,11 @@ pure subroutine remove_knots(this, dir ,Xth,r) end if k = k + 1 - dim = size(this%Xc,2) + d = size(this%Xc,2) - Xc4 = reshape(this%Xc, [this%nc(1),this%nc(2),this%nc(3),dim]) - Xc4 = reshape(Xc4, [this%nc(2),this%nc(1),this%nc(3),dim], order=[2,1,3,4]) - Xc = reshape(Xc4, [this%nc(2),this%nc(1)*this%nc(3)*dim]) + Xc4 = reshape(this%Xc, [this%nc(1),this%nc(2),this%nc(3),d]) + Xc4 = reshape(Xc4, [this%nc(2),this%nc(1),this%nc(3),d], order=[2,1,3,4]) + Xc = reshape(Xc4, [this%nc(2),this%nc(1)*this%nc(3)*d]) call remove_knots_A_5_8(& this%degree(2),& @@ -1796,12 +2215,11 @@ pure subroutine remove_knots(this, dir ,Xth,r) else nc_new = size(Xcw_new,1) - Xc4 = reshape(Xc_new, [nc_new,this%nc(1),this%nc(3),dim]) - Xc4 = reshape(Xc4, [this%nc(1),nc_new,this%nc(3),dim], order=[2,1,3,4]) - Xc_new = reshape(Xc4, [this%nc(1)*(nc_new)*this%nc(3),dim]) + Xc4 = reshape(Xc_new, [nc_new,this%nc(1),this%nc(3),d]) + Xc4 = reshape(Xc4, [this%nc(1),nc_new,this%nc(3),d], order=[2,1,3,4]) + Xc_new = reshape(Xc4, [this%nc(1)*(nc_new)*this%nc(3),d]) - deallocate(this%Xc, this%knot2) - call this%set(knot1=this%knot1, knot2=knot_new, knot3= this%knot3, Xc=Xc_new) + call this%set(knot1=this%get_knot(1), knot2=knot_new, knot3=this%get_knot(3), Xc=Xc_new) end if end do @@ -1820,16 +2238,16 @@ pure subroutine remove_knots(this, dir ,Xth,r) end if k = k + 1 - dim = size(this%Xc,2) - allocate(Xcw(size(this%Xc,1),dim+1)) + d = size(this%Xc,2) + allocate(Xcw(size(this%Xc,1),d+1)) do j = 1, size(this%Xc,1) - Xcw(j,1:dim) = this%Xc(j,1:dim)*this%Wc(j) + Xcw(j,1:d) = this%Xc(j,1:d)*this%Wc(j) end do - Xcw(:,dim+1) = this%Wc(:) + Xcw(:,d+1) = this%Wc(:) - Xc4 = reshape(Xcw, [this%nc(1),this%nc(2),this%nc(3),dim+1]) - Xc4 = reshape(Xc4, [this%nc(3),this%nc(2),this%nc(1),dim+1], order=[3,2,1,4]) - Xcw = reshape(Xc4, [this%nc(3),this%nc(2)*this%nc(1)*(dim+1)]) + Xc4 = reshape(Xcw, [this%nc(1),this%nc(2),this%nc(3),d+1]) + Xc4 = reshape(Xc4, [this%nc(3),this%nc(2),this%nc(1),d+1], order=[3,2,1,4]) + Xcw = reshape(Xc4, [this%nc(3),this%nc(2)*this%nc(1)*(d+1)]) call remove_knots_A_5_8(& this%degree(3),& @@ -1850,19 +2268,18 @@ pure subroutine remove_knots(this, dir ,Xth,r) else nc_new = size(Xcw_new,1) - Xc4 = reshape(Xcw_new, [nc_new,this%nc(2),this%nc(1),dim+1]) - Xc4 = reshape(Xc4, [this%nc(1),this%nc(2),nc_new,dim+1], order=[3,2,1,4]) - Xcw_new = reshape(Xc4, [this%nc(1)*this%nc(2)*(nc_new),dim+1]) + Xc4 = reshape(Xcw_new, [nc_new,this%nc(2),this%nc(1),d+1]) + Xc4 = reshape(Xc4, [this%nc(1),this%nc(2),nc_new,d+1], order=[3,2,1,4]) + Xcw_new = reshape(Xc4, [this%nc(1)*this%nc(2)*(nc_new),d+1]) - allocate(Xc_new(1:this%nc(1)*this%nc(2)*(nc_new),1:dim)) + allocate(Xc_new(1:this%nc(1)*this%nc(2)*(nc_new),1:d)) allocate(Wc_new(1:this%nc(1)*this%nc(2)*(nc_new))) do j = 1, this%nc(1)*this%nc(2)*(nc_new) - Xc_new(j,1:dim) = Xcw_new(j,1:dim)/Xcw_new(j,dim+1) + Xc_new(j,1:d) = Xcw_new(j,1:d)/Xcw_new(j,d+1) end do - Wc_new(:) = Xcw_new(:,dim+1) + Wc_new(:) = Xcw_new(:,d+1) - deallocate(this%Xc, this%knot3, this%Wc) - call this%set(knot1=this%knot1, knot2=this%knot2, knot3=knot_new, Xc=Xc_new, Wc=Wc_new) + call this%set(knot1=this%get_knot(1), knot2=this%get_knot(2), knot3=knot_new, Xc=Xc_new, Wc=Wc_new) deallocate(Xcw_new, Xc_new, Wc_new) end if end do @@ -1878,11 +2295,11 @@ pure subroutine remove_knots(this, dir ,Xth,r) end if k = k + 1 - dim = size(this%Xc,2) + d = size(this%Xc,2) - Xc4 = reshape(this%Xc, [this%nc(1),this%nc(2),this%nc(3),dim]) - Xc4 = reshape(Xc4, [this%nc(3),this%nc(2),this%nc(1),dim], order=[3,2,1,4]) - Xc = reshape(Xc4, [this%nc(3),this%nc(2)*this%nc(1)*dim]) + Xc4 = reshape(this%Xc, [this%nc(1),this%nc(2),this%nc(3),d]) + Xc4 = reshape(Xc4, [this%nc(3),this%nc(2),this%nc(1),d], order=[3,2,1,4]) + Xc = reshape(Xc4, [this%nc(3),this%nc(2)*this%nc(1)*d]) call remove_knots_A_5_8(& this%degree(3),& @@ -1903,12 +2320,11 @@ pure subroutine remove_knots(this, dir ,Xth,r) else nc_new = size(Xcw_new,1) - Xc4 = reshape(Xc_new, [nc_new,this%nc(2),this%nc(1),dim]) - Xc4 = reshape(Xc4, [this%nc(1),this%nc(2),nc_new,dim], order=[3,2,1,4]) - Xc_new = reshape(Xc4, [this%nc(1)*this%nc(2)*(nc_new),dim]) + Xc4 = reshape(Xc_new, [nc_new,this%nc(2),this%nc(1),d]) + Xc4 = reshape(Xc4, [this%nc(1),this%nc(2),nc_new,d], order=[3,2,1,4]) + Xc_new = reshape(Xc4, [this%nc(1)*this%nc(2)*(nc_new),d]) - deallocate(this%Xc, this%knot3) - call this%set(knot1=this%knot1, knot2=this%knot2, knot3=knot_new, Xc=Xc_new) + call this%set(knot1=this%get_knot(1), knot2=this%get_knot(2), knot3=knot_new, Xc=Xc_new) end if end do @@ -1998,4 +2414,1399 @@ pure subroutine translate_Xg(this, vec) end subroutine !=============================================================================== -end module forcad_nurbs_volume + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + impure subroutine show(this, vtkfile_Xc, vtkfile_Xg) + class(nurbs_volume), intent(inout) :: this + character(len=*), intent(in) :: vtkfile_Xc, vtkfile_Xg + character(len=3000) :: pyvista_script + + pyvista_script = & + "import pyvista as pv"//achar(10)//& + "pv.global_theme.color = 'white'"//achar(10)//& + "Xc = pv.read('"//trim(vtkfile_Xc)//"')"//achar(10)//& + "Xg = pv.read('"//trim(vtkfile_Xg)//"')"//achar(10)//& + "p = pv.Plotter(lighting='light kit')"//achar(10)//& + "actor_Xcp = p.add_mesh("//achar(10)//& + " Xc,"//achar(10)//& + " style='points',"//achar(10)//& + " point_size=10,"//achar(10)//& + " color='red',"//achar(10)//& + " render_points_as_spheres=True,"//achar(10)//& + " opacity=0.5,"//achar(10)//& + ")"//achar(10)//& + "actor_Xcw = p.add_mesh("//achar(10)//& + " Xc,"//achar(10)//& + " show_edges=True,"//achar(10)//& + " color='yellow',"//achar(10)//& + " line_width=3,"//achar(10)//& + " style='wireframe',"//achar(10)//& + " opacity=0.2"//achar(10)//& + ")"//achar(10)//& + "actor_Xg = p.add_mesh("//achar(10)//& + " Xg,"//achar(10)//& + " show_edges=False,"//achar(10)//& + " color='cyan',"//achar(10)//& + " line_width=7,"//achar(10)//& + " metallic=0.6,"//achar(10)//& + " pbr=True,"//achar(10)//& + " split_sharp_edges=True,"//achar(10)//& + ")"//achar(10)//& + "p.add_axes(interactive=False)"//achar(10)//& + "def point_picker_callback(point):"//achar(10)//& + " mesh = Xc"//achar(10)//& + " point_id = mesh.find_closest_point(point)"//achar(10)//& + " point_coords = mesh.points[point_id]"//achar(10)//& + " label = f'ID: {point_id + 1}\n({point_coords[0]:.3f}, {point_coords[1]:.3f}, {point_coords[2]:.3f})'"//achar(10)//& + " p.add_point_labels("//achar(10)//& + " [point_coords],"//achar(10)//& + " [label],"//achar(10)//& + " font_size=14,"//achar(10)//& + " text_color='black',"//achar(10)//& + " show_points=False,"//achar(10)//& + " fill_shape=False,"//achar(10)//& + " shape=None,"//achar(10)//& + " )"//achar(10)//& + "picker = p.enable_point_picking(callback=point_picker_callback, show_message=False)"//achar(10)//& + "window_size = p.window_size"//achar(10)//& + "y_pos = window_size[1]"//achar(10)//& + "def Xcp_toggle_vis(flag):"//achar(10)//& + " actor_Xcp.SetVisibility(flag)"//achar(10)//& + "def Xcw_toggle_vis(flag):"//achar(10)//& + " actor_Xcw.SetVisibility(flag)"//achar(10)//& + "def Xg_toggle_vis(flag):"//achar(10)//& + " actor_Xg.SetVisibility(flag)"//achar(10)//& + "p.add_checkbox_button_widget("//achar(10)//& + " Xcp_toggle_vis,"//achar(10)//& + " value=True,"//achar(10)//& + " color_on='red',"//achar(10)//& + " size=25,"//achar(10)//& + " position=(0, y_pos - 1 * 25),"//achar(10)//& + ")"//achar(10)//& + "p.add_checkbox_button_widget("//achar(10)//& + " Xcw_toggle_vis,"//achar(10)//& + " value=True,"//achar(10)//& + " color_on='yellow',"//achar(10)//& + " size=25,"//achar(10)//& + " position=(0, y_pos - 2 * 25),"//achar(10)//& + ")"//achar(10)//& + "p.add_checkbox_button_widget("//achar(10)//& + " Xg_toggle_vis,"//achar(10)//& + " value=True,"//achar(10)//& + " color_on='cyan',"//achar(10)//& + " size=25,"//achar(10)//& + " position=(0, y_pos - 3 * 25),"//achar(10)//& + ")"//achar(10)//& + "p.add_text("//achar(10)//& + " 'Xc (Points)',"//achar(10)//& + " position=(25 + 3, y_pos - 1 * 25),"//achar(10)//& + " font_size=8,"//achar(10)//& + " color='black',"//achar(10)//& + " font='times',"//achar(10)//& + ")"//achar(10)//& + "p.add_text("//achar(10)//& + " 'Xc (Control geometry)',"//achar(10)//& + " position=(25 + 3, y_pos - 2 * 25),"//achar(10)//& + " font_size=8,"//achar(10)//& + " color='black',"//achar(10)//& + " font='times',"//achar(10)//& + ")"//achar(10)//& + "p.add_text("//achar(10)//& + " 'Xg (Geometry)',"//achar(10)//& + " position=(25 + 3, y_pos - 3 * 25),"//achar(10)//& + " font_size=8,"//achar(10)//& + " color='black',"//achar(10)//& + " font='times',"//achar(10)//& + ")"//achar(10)//& + "p.add_text('ForCAD', position=(0.0, 10.0), font_size=14, color='black', font='times')"//achar(10)//& + "p.add_text("//achar(10)//& + " 'https://github.com/gha3mi/forcad',"//achar(10)//& + " position=(0.0, 0.0),"//achar(10)//& + " font_size=7,"//achar(10)//& + " color='blue',"//achar(10)//& + " font='times',"//achar(10)//& + ")"//achar(10)//& + "p.show(title='ForCAD', interactive=True)"//achar(10)//& + "p.deep_clean()"//achar(10)//& + "del p" + call execute_command_line('python -c "'//trim(adjustl(pyvista_script))//'"') + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine set_ring(this, center, radius1, radius2, length) + class(nurbs_volume), intent(inout) :: this + real(rk), intent(in), contiguous :: center(:) + real(rk), intent(in) :: radius1, radius2, length + real(rk), allocatable :: Xc(:,:), Wc(:), knot1(:), knot2(:), knot3(:) + integer :: i + + ! Define control points for ring + allocate(Xc(28, 3)) + Xc(1,:) = [ 1.0_rk, 0.0_rk, 0.0_rk] + Xc(2,:) = [ 1.0_rk, sqrt(3.0_rk), 0.0_rk] + Xc(3,:) = [-0.5_rk, sqrt(3.0_rk)/2.0_rk, 0.0_rk] + Xc(4,:) = [-2.0_rk, 0.0_rk, 0.0_rk] + Xc(5,:) = [-0.5_rk, -sqrt(3.0_rk)/2.0_rk, 0.0_rk] + Xc(6,:) = [ 1.0_rk, -sqrt(3.0_rk), 0.0_rk] + Xc(7,:) = [ 1.0_rk, 0.0_rk, 0.0_rk] + + Xc(1:7,1:2) = Xc(1:7,1:2) * radius1 + + Xc(8,:) = [ 1.0_rk, 0.0_rk, 0.0_rk] + Xc(9,:) = [ 1.0_rk, sqrt(3.0_rk), 0.0_rk] + Xc(10,:)= [-0.5_rk, sqrt(3.0_rk)/2.0_rk, 0.0_rk] + Xc(11,:)= [-2.0_rk, 0.0_rk, 0.0_rk] + Xc(12,:)= [-0.5_rk, -sqrt(3.0_rk)/2.0_rk, 0.0_rk] + Xc(13,:)= [ 1.0_rk, -sqrt(3.0_rk), 0.0_rk] + Xc(14,:)= [ 1.0_rk, 0.0_rk, 0.0_rk] + + Xc(8:14,1:2) = Xc(8:14,1:2) * radius2 + + Xc(15,:)= [ 1.0_rk, 0.0_rk, length] + Xc(16,:)= [ 1.0_rk, sqrt(3.0_rk), length] + Xc(17,:)= [-0.5_rk, sqrt(3.0_rk)/2.0_rk, length] + Xc(18,:)= [-2.0_rk, 0.0_rk, length] + Xc(19,:)= [-0.5_rk, -sqrt(3.0_rk)/2.0_rk, length] + Xc(20,:)= [ 1.0_rk, -sqrt(3.0_rk), length] + Xc(21,:)= [ 1.0_rk, 0.0_rk, length] + + Xc(15:21,1:2) = Xc(15:21,1:2) * radius1 + + Xc(22,:)= [ 1.0_rk, 0.0_rk, length] + Xc(23,:)= [ 1.0_rk, sqrt(3.0_rk), length] + Xc(24,:)= [-0.5_rk, sqrt(3.0_rk)/2.0_rk, length] + Xc(25,:)= [-2.0_rk, 0.0_rk, length] + Xc(26,:)= [-0.5_rk, -sqrt(3.0_rk)/2.0_rk, length] + Xc(27,:)= [ 1.0_rk, -sqrt(3.0_rk), length] + Xc(28,:)= [ 1.0_rk, 0.0_rk, length] + + Xc(22:28,1:2) = Xc(22:28,1:2) * radius2 + + ! Translate the control points + do i = 1, size(Xc, 1) + Xc(i,:) = center + Xc(i,:) + end do + + ! Define weights for the control points + Wc = [1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk,& + 1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk,& + 1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk,& + 1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk] + + ! Define knot vector + knot1 = [0.0_rk, 0.0_rk, 0.0_rk, 1.0_rk/3.0_rk, 1.0_rk/3.0_rk, 2.0_rk/3.0_rk, 2.0_rk/3.0_rk, 1.0_rk, 1.0_rk, 1.0_rk] + knot2 = [0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk] + knot3 = [0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk] + + ! Set knot vector, control points, and weights + call this%set(knot1, knot2, knot3, Xc, Wc) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine set_C(this, center, radius1, radius2, length) + class(nurbs_volume), intent(inout) :: this + real(rk), intent(in), contiguous :: center(:) + real(rk), intent(in) :: radius1, radius2, length + real(rk), allocatable :: Xc(:,:), Wc(:), knot1(:), knot2(:), knot3(:) + integer :: i + + ! Define control points for C-shape + allocate(Xc(20, 3)) + Xc(1,:)= [ 1.0_rk, 0.0_rk, 0.0_rk] + Xc(2,:)= [ 1.0_rk, sqrt(3.0_rk), 0.0_rk] + Xc(3,:)= [-0.5_rk, sqrt(3.0_rk)/2.0_rk, 0.0_rk] + Xc(4,:)= [-2.0_rk, 0.0_rk, 0.0_rk] + Xc(5,:)= [-0.5_rk, -sqrt(3.0_rk)/2.0_rk, 0.0_rk] + + Xc(1:5,1:2) = Xc(1:5,1:2) * radius1 + + Xc(6,:)= [ 1.0_rk, 0.0_rk, 0.0_rk] + Xc(7,:)= [ 1.0_rk, sqrt(3.0_rk), 0.0_rk] + Xc(8,:)= [-0.5_rk, sqrt(3.0_rk)/2.0_rk, 0.0_rk] + Xc(9,:)= [-2.0_rk, 0.0_rk, 0.0_rk] + Xc(10,:)=[-0.5_rk, -sqrt(3.0_rk)/2.0_rk, 0.0_rk] + + Xc(6:10,1:2) = Xc(6:10,1:2) * radius2 + + Xc(11,:)= [ 1.0_rk, 0.0_rk, length] + Xc(12,:)= [ 1.0_rk, sqrt(3.0_rk), length] + Xc(13,:)= [-0.5_rk, sqrt(3.0_rk)/2.0_rk, length] + Xc(14,:)= [-2.0_rk, 0.0_rk, length] + Xc(15,:)= [-0.5_rk, -sqrt(3.0_rk)/2.0_rk, length] + + Xc(11:15,1:2) = Xc(11:15,1:2) * radius1 + + Xc(16,:)= [ 1.0_rk, 0.0_rk, length] + Xc(17,:)= [ 1.0_rk, sqrt(3.0_rk), length] + Xc(18,:)= [-0.5_rk, sqrt(3.0_rk)/2.0_rk, length] + Xc(19,:)= [-2.0_rk, 0.0_rk, length] + Xc(20,:)= [-0.5_rk, -sqrt(3.0_rk)/2.0_rk, length] + + Xc(16:20,1:2) = Xc(16:20,1:2) * radius2 + + ! Translate the control points + do i = 1, size(Xc, 1) + Xc(i,:) = center + Xc(i,:) + end do + + ! Define weights for the control points + Wc = [1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk,& + 1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk,& + 1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk,& + 1.0_rk, 0.5_rk, 1.0_rk, 0.5_rk, 1.0_rk] + + ! Define knot vector + knot1 = [0.0_rk, 0.0_rk, 0.0_rk, 1.0_rk/2.0_rk, 1.0_rk/2.0_rk, 1.0_rk, 1.0_rk, 1.0_rk] + knot2 = [0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk] + knot3 = [0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk] + + ! Set knot vector, control points, and weights + call this%set(knot1, knot2, knot3, Xc, Wc) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine set_half_ring(this, center, radius1, radius2, length) + class(nurbs_volume), intent(inout) :: this + real(rk), intent(in), contiguous :: center(:) + real(rk), intent(in) :: radius1, radius2, length + real(rk), allocatable :: Xc(:,:), Wc(:), knot1(:), knot2(:), knot3(:) + integer :: i + + ! Define control points for half ring + allocate(Xc(20, 3)) + Xc(1,:) = [ 0.5_rk, 0.0_rk, 0.0_rk] + Xc(2,:) = [ 0.5_rk, 0.5_rk, 0.0_rk] + Xc(3,:) = [ 0.0_rk, 0.5_rk, 0.0_rk] + Xc(4,:) = [-0.5_rk, 0.5_rk, 0.0_rk] + Xc(5,:) = [-0.5_rk, 0.0_rk, 0.0_rk] + + Xc(1:5,1:2) = Xc(1:5,1:2) * radius1 + + Xc(6,:) = [ 0.5_rk, 0.0_rk, 0.0_rk] + Xc(7,:) = [ 0.5_rk, 0.5_rk, 0.0_rk] + Xc(8,:) = [ 0.0_rk, 0.5_rk, 0.0_rk] + Xc(9,:) = [-0.5_rk, 0.5_rk, 0.0_rk] + Xc(10,:) = [-0.5_rk, 0.0_rk, 0.0_rk] + + Xc(6:10,1:2) = Xc(6:10,1:2) * radius2 + + Xc(11,:) = [ 0.5_rk, 0.0_rk, length] + Xc(12,:) = [ 0.5_rk, 0.5_rk, length] + Xc(13,:) = [ 0.0_rk, 0.5_rk, length] + Xc(14,:) = [-0.5_rk, 0.5_rk, length] + Xc(15,:) = [-0.5_rk, 0.0_rk, length] + + Xc(11:15,1:2) = Xc(11:15,1:2) * radius1 + + Xc(16,:) = [ 0.5_rk, 0.0_rk, length] + Xc(17,:) = [ 0.5_rk, 0.5_rk, length] + Xc(18,:) = [ 0.0_rk, 0.5_rk, length] + Xc(19,:) = [-0.5_rk, 0.5_rk, length] + Xc(20,:) = [-0.5_rk, 0.0_rk, length] + + Xc(16:20,1:2) = Xc(16:20,1:2) * radius2 + + ! Translate the control points + do i = 1, size(Xc, 1) + Xc(i,:) = center + Xc(i,:) + end do + + ! Define weights for the control points + Wc = [1.0_rk, 1.0_rk/sqrt(2.0_rk), 1.0_rk, 1.0_rk/sqrt(2.0_rk), 1.0_rk,& + 1.0_rk, 1.0_rk/sqrt(2.0_rk), 1.0_rk, 1.0_rk/sqrt(2.0_rk), 1.0_rk,& + 1.0_rk, 1.0_rk/sqrt(2.0_rk), 1.0_rk, 1.0_rk/sqrt(2.0_rk), 1.0_rk,& + 1.0_rk, 1.0_rk/sqrt(2.0_rk), 1.0_rk, 1.0_rk/sqrt(2.0_rk), 1.0_rk] + + ! Define knot vector + knot1 = [0.0_rk, 0.0_rk, 0.0_rk, 1.0_rk/2.0_rk, & + 1.0_rk/2.0_rk, 1.0_rk, 1.0_rk, 1.0_rk] + knot2 = [0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk] + knot3 = [0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk] + + ! Set knot vector, control points, and weights + call this%set(knot1, knot2, knot3, Xc, Wc) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine nearest_point(this, point_Xg, nearest_Xg, nearest_Xt, id) + class(nurbs_volume), intent(in) :: this + real(rk), intent(in) :: point_Xg(:) + real(rk), intent(out), allocatable, optional :: nearest_Xg(:) + real(rk), intent(out), allocatable, optional :: nearest_Xt(:) + integer, intent(out), optional :: id + integer :: id_ + real(rk), allocatable :: distances(:) + + allocate(distances(this%ng(1)*this%ng(2)*this%ng(3))) + distances = nearest_point_help_3d(this%ng, this%Xg, point_Xg) + + id_ = minloc(distances, dim=1) + if (present(id)) id = id_ + if (present(nearest_Xg)) nearest_Xg = this%Xg(id_,:) + if (present(nearest_Xt)) nearest_Xt = this%Xt(id_,:) + end subroutine + !=============================================================================== + + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + impure subroutine nearest_point2(this, point_Xg, tol, maxit, nearest_Xt, nearest_Xg) + + class(nurbs_volume), intent(inout) :: this + real(rk), intent(in) :: point_Xg(:) + real(rk), intent(in) :: tol + integer, intent(in) :: maxit + real(rk), intent(out) :: nearest_Xt(3) + real(rk), allocatable, intent(out), optional :: nearest_Xg(:) + real(rk):: obj, grad(3), hess(3,3), dk(3), alphak, tau, beta, lower_bounds(3), upper_bounds(3) + real(rk), allocatable :: Xg(:), xk(:), xkn(:), Tgc(:), dTgc(:,:), d2Tgc(:,:) + integer :: k, l + logical :: convergenz + type(nurbs_volume) :: copy_this + + alphak = 0.0_rk + dk = 0.0_rk + k = 0 + + ! lower and upper bounds + lower_bounds = [minval(this%knot1), minval(this%knot2), minval(this%knot3)] + upper_bounds = [maxval(this%knot1), maxval(this%knot2), maxval(this%knot3)] + + ! guess initial point + copy_this = this + call copy_this%create(50,50,50) + call copy_this%nearest_point(point_Xg=point_Xg, nearest_Xt=xk) + call copy_this%finalize() + + ! Check if xk is within the knot vector range + if (xk(1) < minval(this%knot1)) then + xk(1) = minval(this%knot1) + else if (xk(1) > maxval(this%knot1)) then + xk(1) = maxval(this%knot1) + end if + + if (xk(2) < minval(this%knot2)) then + xk(2) = minval(this%knot2) + else if (xk(2) > maxval(this%knot2)) then + xk(2) = maxval(this%knot2) + end if + + if (xk(3) < minval(this%knot3)) then + xk(3) = minval(this%knot3) + else if (xk(3) > maxval(this%knot3)) then + xk(3) = maxval(this%knot3) + end if + + xkn = xk + + convergenz = .false. + + allocate(Xg(size(this%Xc,2))) + ! allocate(dTgc(size(this%Xc,1), 2)) + ! allocate(d2Tgc(size(this%Xc,1), 2)) + + do while (.not. convergenz .and. k < maxit) + + ! objection, gradient and hessian + Xg = this%cmp_Xg(xk) + call this%derivative2(Xt=xk, d2Tgc=d2Tgc, dTgc=dTgc, Tgc=Tgc) ! Tgc is not needed + + obj = norm2(Xg - point_Xg) + 0.001_rk ! add a small number to avoid division by zero + + grad(1) = dot_product((Xg-point_Xg)/obj, matmul(dTgc(:,1),this%Xc)) + grad(2) = dot_product((Xg-point_Xg)/obj, matmul(dTgc(:,2),this%Xc)) + grad(3) = dot_product((Xg-point_Xg)/obj, matmul(dTgc(:,3),this%Xc)) + + hess(1,1) = ( dot_product(matmul(dTgc(:,1),this%Xc), matmul(dTgc(:,1),this%Xc)) + dot_product((Xg-point_Xg), & + matmul(d2Tgc(1:this%nc(1)*this%nc(2)*this%nc(3) ,1),this%Xc)) ) /obj & + - ( dot_product(Xg-point_Xg, matmul(dTgc(:,1), this%Xc))*grad(1) ) / obj**2 + hess(2,1) = ( dot_product(matmul(dTgc(:,1),this%Xc), matmul(dTgc(:,2),this%Xc)) + dot_product((Xg-point_Xg), & + matmul(d2Tgc(this%nc(1)*this%nc(2)*this%nc(3)+1:2*this%nc(1)*this%nc(2)*this%nc(3) ,1),this%Xc)) ) /obj & + - ( dot_product(Xg-point_Xg, matmul(dTgc(:,2), this%Xc))*grad(1) ) / obj**2 + hess(3,1) = ( dot_product(matmul(dTgc(:,1),this%Xc), matmul(dTgc(:,3),this%Xc)) + dot_product((Xg-point_Xg), & + matmul(d2Tgc(2*this%nc(1)*this%nc(2)*this%nc(3)+1:3*this%nc(1)*this%nc(2)*this%nc(3) ,1),this%Xc)) ) /obj & + - ( dot_product(Xg-point_Xg, matmul(dTgc(:,3), this%Xc))*grad(1) ) / obj**2 + hess(1,2) = ( dot_product(matmul(dTgc(:,2),this%Xc), matmul(dTgc(:,1),this%Xc)) + dot_product((Xg-point_Xg), & + matmul(d2Tgc(1:this%nc(1)*this%nc(2)*this%nc(3) ,2),this%Xc)) ) /obj & + - ( dot_product(Xg-point_Xg, matmul(dTgc(:,1), this%Xc))*grad(2) ) / obj**2 + hess(2,2) = ( dot_product(matmul(dTgc(:,2),this%Xc), matmul(dTgc(:,2),this%Xc)) + dot_product((Xg-point_Xg), & + matmul(d2Tgc(this%nc(1)*this%nc(2)*this%nc(3)+1:2*this%nc(1)*this%nc(2)*this%nc(3) ,2),this%Xc)) ) /obj & + - ( dot_product(Xg-point_Xg, matmul(dTgc(:,2), this%Xc))*grad(2) ) / obj**2 + hess(3,2) = ( dot_product(matmul(dTgc(:,2),this%Xc), matmul(dTgc(:,3),this%Xc)) + dot_product((Xg-point_Xg), & + matmul(d2Tgc(2*this%nc(1)*this%nc(2)*this%nc(3)+1:3*this%nc(1)*this%nc(2)*this%nc(3) ,2),this%Xc)) ) /obj & + - ( dot_product(Xg-point_Xg, matmul(dTgc(:,3), this%Xc))*grad(2) ) / obj**2 + hess(1,3) = ( dot_product(matmul(dTgc(:,3),this%Xc), matmul(dTgc(:,1),this%Xc)) + dot_product((Xg-point_Xg), & + matmul(d2Tgc(1:this%nc(1)*this%nc(2)*this%nc(3) ,3),this%Xc)) ) /obj & + - ( dot_product(Xg-point_Xg, matmul(dTgc(:,1), this%Xc))*grad(3) ) / obj**2 + hess(2,3) = ( dot_product(matmul(dTgc(:,3),this%Xc), matmul(dTgc(:,2),this%Xc)) + dot_product((Xg-point_Xg), & + matmul(d2Tgc(this%nc(1)*this%nc(2)*this%nc(3)+1:2*this%nc(1)*this%nc(2)*this%nc(3) ,3),this%Xc)) ) /obj & + - ( dot_product(Xg-point_Xg, matmul(dTgc(:,2), this%Xc))*grad(3) ) / obj**2 + hess(3,3) = ( dot_product(matmul(dTgc(:,3),this%Xc), matmul(dTgc(:,3),this%Xc)) + dot_product((Xg-point_Xg), & + matmul(d2Tgc(2*this%nc(1)*this%nc(2)*this%nc(3)+1:3*this%nc(1)*this%nc(2)*this%nc(3) ,3),this%Xc)) ) /obj & + - ( dot_product(Xg-point_Xg, matmul(dTgc(:,3), this%Xc))*grad(3) ) / obj**2 + + ! debug + print '(i3,1x,3e20.10,1x,e20.10)', k, xk, norm2(grad) + + if (norm2(grad) <= tol .or. (k>0 .and. norm2(xk-xkn) <= tol)) then + convergenz = .true. + nearest_Xt = xk + if (present(nearest_Xg)) nearest_Xg = this%cmp_Xg(nearest_Xt) + else + + dk = - matmul(inv(hess), grad) + + ! Backtracking-Armijo Line Search + alphak = 1.0_rk + tau = 0.5_rk ! 0 < tau < 1 + beta = 1.0e-4_rk ! 0 < beta < 1 + l = 0 + do while (.not. norm2(this%cmp_Xg(xk + alphak*dk) - point_Xg) <= obj + alphak*beta*dot_product(grad,dk) .and. l<50) + alphak = tau * alphak + l = l + 1 + end do + + xkn = xk + xk = xk + alphak*dk + ! Check if xk is within the knot vector range + xk = max(min(xk, upper_bounds), lower_bounds) + k = k + 1 + end if + end do + + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function cmp_elemFace(this, elem, face) result(elemConn) + class(nurbs_volume), intent(in) :: this + integer, intent(in) :: elem + integer, intent(in) :: face + integer, allocatable :: elemConn(:) + integer :: n(3), ii, jj, k + + !> number of nodes in each direction + n = this%degree + 1 + + select case(face) + case(1) + allocate(elemConn(n(1)*n(2))) + elemConn = this%elemConn(elem, 1 : n(1)*n(2)) + case(2) + allocate(elemConn(n(1)*n(2))) + elemConn = this%elemConn(elem, n(1)*n(2)*n(3)-n(1)*n(2)+1 : n(1)*n(2)*n(3)) + case(3) + allocate(elemConn(n(1)*n(3))) + k = 0 + do jj = 1, n(3) + do ii = 1, n(1) + k = k+1 + elemConn(k) = this%elemConn(elem, n(1)*n(2)*jj + ii - n(1)*n(2)) + end do + end do + case(4) + allocate(elemConn(n(1)*n(3))) + k = 0 + do jj = 1, n(3) + do ii = 1, n(1) + k = k+1 + elemConn(k) = this%elemConn(elem, n(1)*n(2)*jj + ii - n(1)) + end do + end do + case(5) + allocate(elemConn(n(2)*n(3))) + do ii = 1, n(2)*n(3) + elemConn(ii) = this%elemConn(elem, n(1)*ii - n(1) + 1) + end do + case(6) + allocate(elemConn(n(2)*n(3))) + do ii = 1, n(2)*n(3) + elemConn(ii) = this%elemConn(elem, n(1)*ii) + end do + end select + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function cmp_elemFace_Xc_vis(this, elem, face) result(elemConn) + class(nurbs_volume), intent(in) :: this + integer, intent(in) :: elem + integer, intent(in) :: face + integer, allocatable :: elemConn(:) + integer :: n(3), ii, jj, k + + !> number of nodes in each direction + n = [2,2,2] + + select case(face) + case(1) + allocate(elemConn(n(1)*n(2))) + elemConn = this%elemConn_Xc_vis(elem, 1 : n(1)*n(2)) + case(2) + allocate(elemConn(n(1)*n(2))) + elemConn = this%elemConn_Xc_vis(elem, n(1)*n(2)*n(3)-n(1)*n(2)+1 : n(1)*n(2)*n(3)) + case(3) + allocate(elemConn(n(1)*n(3))) + k = 0 + do jj = 1, n(3) + do ii = 1, n(1) + k = k+1 + elemConn(k) = this%elemConn_Xc_vis(elem, n(1)*n(2)*jj + ii - n(1)*n(2)) + end do + end do + case(4) + allocate(elemConn(n(1)*n(3))) + k = 0 + do jj = 1, n(3) + do ii = 1, n(1) + k = k+1 + elemConn(k) = this%elemConn_Xc_vis(elem, n(1)*n(2)*jj + ii - n(1)) + end do + end do + case(5) + allocate(elemConn(n(2)*n(3))) + do ii = 1, n(2)*n(3) + elemConn(ii) = this%elemConn_Xc_vis(elem, n(1)*ii - n(1) + 1) + end do + case(6) + allocate(elemConn(n(2)*n(3))) + do ii = 1, n(2)*n(3) + elemConn(ii) = this%elemConn_Xc_vis(elem, n(1)*ii) + end do + end select + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function cmp_elemFace_Xg_vis(this, elem, face) result(elemConn) + class(nurbs_volume), intent(in) :: this + integer, intent(in) :: elem + integer, intent(in) :: face + integer, allocatable :: elemConn(:) + integer :: n(3), ii, jj, k + + !> number of nodes in each direction + n = [2,2,2] + + select case(face) + case(1) + allocate(elemConn(n(1)*n(2))) + elemConn = this%elemConn_Xg_vis(elem, 1 : n(1)*n(2)) + case(2) + allocate(elemConn(n(1)*n(2))) + elemConn = this%elemConn_Xg_vis(elem, n(1)*n(2)*n(3)-n(1)*n(2)+1 : n(1)*n(2)*n(3)) + case(3) + allocate(elemConn(n(1)*n(3))) + k = 0 + do jj = 1, n(3) + do ii = 1, n(1) + k = k+1 + elemConn(k) = this%elemConn_Xg_vis(elem, n(1)*n(2)*jj + ii - n(1)*n(2)) + end do + end do + case(4) + allocate(elemConn(n(1)*n(3))) + k = 0 + do jj = 1, n(3) + do ii = 1, n(1) + k = k+1 + elemConn(k) = this%elemConn_Xg_vis(elem, n(1)*n(2)*jj + ii - n(1)) + end do + end do + case(5) + allocate(elemConn(n(2)*n(3))) + do ii = 1, n(2)*n(3) + elemConn(ii) = this%elemConn_Xg_vis(elem, n(1)*ii - n(1) + 1) + end do + case(6) + allocate(elemConn(n(2)*n(3))) + do ii = 1, n(2)*n(3) + elemConn(ii) = this%elemConn_Xg_vis(elem, n(1)*ii) + end do + end select + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function cmp_degreeFace(this, face) result(degree) + class(nurbs_volume), intent(in) :: this + integer, intent(in) :: face + integer :: degree(3) + + select case (face) + case(1) + degree = [this%degree(1), this%degree(2), 0] + case(2) + degree = [this%degree(1), this%degree(2), 0] + case(3) + degree = [this%degree(1), 0, this%degree(3)] + case(4) + degree = [this%degree(1), 0, this%degree(3)] + case(5) + degree = [0, this%degree(2), this%degree(3)] + case(6) + degree = [0, this%degree(2), this%degree(3)] + case default + error stop 'Invalid face number' + end select + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine ansatz(this, ie, ig, Tgc, dTgc_dXg, dV) + class(nurbs_volume), intent(inout) :: this + integer, intent(in) :: ie, ig + real(rk), intent(out) :: dV + real(rk), allocatable, intent(out) :: Tgc(:), dTgc_dXg(:,:) + real(rk), allocatable :: Xth(:,:), Xth_e(:,:), Xth_eT(:,:), Xc_eT(:,:), Xth1(:), Xth2(:), Xth3(:), Xksi(:,:), Wksi(:) + integer, allocatable :: elem_th(:,:), elem_c(:,:), elem_ce(:) + type(nurbs_volume) :: th, th_e + real(rk), allocatable :: dTtth_dXksi(:,:), Ttth(:), dTgc_dXt(:,:), Xt(:), dXt_dXksi(:,:), dXg_dXt(:,:) + real(rk), allocatable :: dXg_dXksi(:,:) !! Jacobian matrix + real(rk) :: det_dXg_dXksi !! Determinant of the Jacobian matrix + + call gauss_leg([0.0_rk, 1.0_rk], [0.0_rk, 1.0_rk], [0.0_rk, 1.0_rk], this%degree, Xksi, Wksi) + + Xth1 = unique(this%knot1) + Xth2 = unique(this%knot2) + Xth3 = unique(this%knot3) + call ndgrid(Xth1, Xth2, Xth3, Xth) + call th%set([0.0_rk,Xth1,1.0_rk], [0.0_rk,Xth2,1.0_rk], [0.0_rk,Xth3,1.0_rk], Xth) + elem_th = th%cmp_elem() + + elem_c = this%cmp_elem() + + Xth_e = Xth(elem_th(ie,:),:) + call th_e%set([0.0_rk,0.0_rk,1.0_rk,1.0_rk], [0.0_rk,0.0_rk,1.0_rk,1.0_rk], [0.0_rk,0.0_rk,1.0_rk,1.0_rk], Xth_e) + + Xth_eT = transpose(Xth_e) + elem_ce = elem_c(ie,:) + Xc_eT = transpose(this%Xc(elem_ce,:)) + + call th_e%derivative(Xksi(ig,:), dTtth_dXksi, Ttth) + Xt = matmul(Xth_eT, Ttth) + dXt_dXksi = matmul(Xth_eT, dTtth_dXksi) + + call this%derivative(Xt, dTgc_dXt, Tgc, elem_ce) + dXg_dXt = matmul(Xc_eT, dTgc_dXt) + + dTgc_dXg = matmul(dTgc_dXt, inv(dXg_dXt)) + + dXg_dXksi = matmul(dXg_dXt, dXt_dXksi) + det_dXg_dXksi = det(dXg_dXksi) + + dV = det_dXg_dXksi*Wksi(ig) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine cmp_volume(this, volume) + class(nurbs_volume), intent(inout) :: this + real(rk), intent(out) :: volume + real(rk), allocatable :: Tgc(:), dTgc_dXg(:,:) + integer :: ie, ig + real(rk) :: dV, dV_ig + + volume = 0.0_rk + do ie = 1, size(this%cmp_elem(),1) + dV = 0.0_rk + do ig = 1, size(this%cmp_elem(),2) + call this%ansatz(ie, ig, Tgc, dTgc_dXg, dV_ig) + dV = dV + dV_ig + end do + volume = volume + dV + end do + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function cmp_Tgc_3d(Xti, knot1, knot2, knot3, nc, degree, Wc) result(Tgc) + real(rk), intent(in), contiguous :: Xti(:) + real(rk), intent(in), contiguous :: knot1(:) + real(rk), intent(in), contiguous :: knot2(:) + real(rk), intent(in), contiguous :: knot3(:) + integer, intent(in) :: degree(3), nc(3) + real(rk), intent(in), contiguous :: Wc(:) + real(rk) :: Tgc(nc(1)*nc(2)*nc(3)) + real(rk) :: tmp + integer :: i + + Tgc = kron(basis_bspline(Xti(3), knot3, nc(3), degree(3)),& + kron(& + basis_bspline(Xti(2), knot2, nc(2), degree(2)),& + basis_bspline(Xti(1), knot1, nc(1), degree(1)))) + tmp = dot_product(Tgc, Wc) + do concurrent (i = 1: nc(1)*nc(2)*nc(3)) + Tgc(i) = (Tgc(i) * Wc(i)) / tmp + end do + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Xg_nurbs_3d(Xt, knot1, knot2, knot3, degree, nc, ng, Xc, Wc) result(Xg) + real(rk), intent(in), contiguous :: Xt(:,:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:), knot3(:) + integer, intent(in) :: degree(3) + integer, intent(in) :: nc(3) + integer, intent(in) :: ng(3) + real(rk), intent(in), contiguous :: Xc(:,:) + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable :: Xg(:,:) + integer :: i + + allocate(Xg(ng(1)*ng(2)*ng(3), size(Xc,2))) + do concurrent (i = 1: ng(1)*ng(2)*ng(3)) + Xg(i,:) = matmul(cmp_Tgc_3d(Xt(i,:), knot1, knot2, knot3, nc, degree, Wc), Xc) + end do + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Xg_nurbs_3d_1point(Xt, knot1, knot2, knot3, degree, nc, Xc, Wc) result(Xg) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:), knot3(:) + integer, intent(in) :: degree(3) + integer, intent(in) :: nc(3) + real(rk), intent(in), contiguous :: Xc(:,:) + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable :: Xg(:) + real(rk), allocatable :: Tgc(:) + + allocate(Xg(size(Xc,2))) + allocate(Tgc(nc(1)*nc(2)*nc(3))) + + Tgc = kron(basis_bspline(Xt(3), knot3, nc(3), degree(3)),& + kron(& + basis_bspline(Xt(2), knot2, nc(2), degree(2)),& + basis_bspline(Xt(1), knot1, nc(1), degree(1)))) + Tgc = Tgc*(Wc/(dot_product(Tgc,Wc))) + Xg = matmul(Tgc, Xc) + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Xg_bspline_3d(Xt, knot1, knot2, knot3, degree, nc, ng, Xc) result(Xg) + real(rk), intent(in), contiguous :: Xt(:,:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:), knot3(:) + integer, intent(in) :: degree(3) + integer, intent(in) :: nc(3) + integer, intent(in) :: ng(3) + real(rk), intent(in), contiguous :: Xc(:,:) + real(rk), allocatable :: Xg(:,:) + integer :: i + + allocate(Xg(ng(1)*ng(2)*ng(3), size(Xc,2))) + do concurrent (i = 1: ng(1)*ng(2)*ng(3)) + Xg(i,:) = matmul(kron(basis_bspline(Xt(i,3), knot3, nc(3), degree(3)), kron(& + basis_bspline(Xt(i,2), knot2, nc(2), degree(2)),& + basis_bspline(Xt(i,1), knot1, nc(1), degree(1)))),& + Xc) + end do + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Xg_bspline_3d_1point(Xt, knot1, knot2, knot3, degree, nc, Xc) result(Xg) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:), knot3(:) + integer, intent(in) :: degree(3) + integer, intent(in) :: nc(3) + real(rk), intent(in), contiguous :: Xc(:,:) + real(rk), allocatable :: Xg(:) + + allocate(Xg(size(Xc,2))) + Xg = matmul(kron(basis_bspline(Xt(3), knot3, nc(3), degree(3)), kron(& + basis_bspline(Xt(2), knot2, nc(2), degree(2)),& + basis_bspline(Xt(1), knot1, nc(1), degree(1)))),& + Xc) + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_dTgc_nurbs_3d_vector(Xt, knot1, knot2, knot3, degree, nc, ng, Wc, dTgc, Tgc) + real(rk), intent(in), contiguous :: Xt(:,:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:), knot3(:) + integer, intent(in) :: degree(3) + integer, intent(in) :: nc(3) + integer, intent(in) :: ng(3) + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable, intent(out) :: dTgc(:,:,:) + real(rk), allocatable, intent(out) :: Tgc(:,:) + real(rk) :: dB1(nc(1)), dB2(nc(2)), dB3(nc(3)) + real(rk) :: B1(nc(1)), B2(nc(2)), B3(nc(3)) + real(rk), allocatable :: dBi(:,:), Bi(:) + integer :: i + + allocate(dTgc(ng(1)*ng(2)*ng(3), nc(1)*nc(2)*nc(3), 3)) + allocate(Tgc(ng(1)*ng(2)*ng(3), nc(1)*nc(2)*nc(3))) + allocate(Bi(nc(1)*nc(2)*nc(3)), dBi(nc(1)*nc(2)*nc(3), 3)) + do concurrent (i = 1: size(Xt, 1)) + call basis_bspline_der(Xt(i,1), knot1, nc(1), degree(1), dB1, B1) + call basis_bspline_der(Xt(i,2), knot2, nc(2), degree(2), dB2, B2) + call basis_bspline_der(Xt(i,3), knot3, nc(3), degree(3), dB3, B3) + + Bi = kron( B3, kron( B2, B1)) + Tgc(i,:) = Bi*(Wc/(dot_product(Bi,Wc))) + + dBi(:,1) = kron(kron(B3,B2),dB1) + dBi(:,2) = kron(kron(B3,dB2),B1) + dBi(:,3) = kron(kron(dB3,B2),B1) + + dTgc(i,:,1) = ( dBi(:,1)*Wc - Tgc(i,:)*dot_product(dBi(:,1),Wc) ) / dot_product(Bi,Wc) + dTgc(i,:,2) = ( dBi(:,2)*Wc - Tgc(i,:)*dot_product(dBi(:,2),Wc) ) / dot_product(Bi,Wc) + dTgc(i,:,3) = ( dBi(:,3)*Wc - Tgc(i,:)*dot_product(dBi(:,3),Wc) ) / dot_product(Bi,Wc) + end do + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_dTgc_nurbs_3d_scalar(Xt, knot1, knot2, knot3, degree, nc, Wc, dTgc, Tgc, elem) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:), knot3(:) + integer, intent(in) :: degree(3) + integer, intent(in) :: nc(3) + real(rk), intent(in), contiguous :: Wc(:) + integer, intent(in), optional :: elem(:) + real(rk), allocatable, intent(out) :: dTgc(:,:) + real(rk), allocatable, intent(out) :: Tgc(:) + real(rk) :: dB1(nc(1)), dB2(nc(2)), dB3(nc(3)) + real(rk) :: B1(nc(1)), B2(nc(2)), B3(nc(3)) + real(rk), allocatable :: dBi(:,:), Bi(:) + + call basis_bspline_der(Xt(1), knot1, nc(1), degree(1), dB1, B1) + call basis_bspline_der(Xt(2), knot2, nc(2), degree(2), dB2, B2) + call basis_bspline_der(Xt(3), knot3, nc(3), degree(3), dB3, B3) + + if (.not. present(elem)) then + allocate(dTgc(nc(1)*nc(2)*nc(3), 3)) + allocate(Tgc(nc(1)*nc(2)*nc(3))) + allocate(dBi(nc(1)*nc(2)*nc(3), 3), Bi(nc(1)*nc(2)*nc(3))) + + Bi = kron( B3, kron( B2, B1)) + Tgc = Bi*(Wc/(dot_product(Bi,Wc))) + + dBi(:,1) = kron(kron(B3,B2),dB1) + dBi(:,2) = kron(kron(B3,dB2),B1) + dBi(:,3) = kron(kron(dB3,B2),B1) + + dTgc(:,1) = ( dBi(:,1)*Wc - Tgc*dot_product(dBi(:,1),Wc) ) / dot_product(Bi,Wc) + dTgc(:,2) = ( dBi(:,2)*Wc - Tgc*dot_product(dBi(:,2),Wc) ) / dot_product(Bi,Wc) + dTgc(:,3) = ( dBi(:,3)*Wc - Tgc*dot_product(dBi(:,3),Wc) ) / dot_product(Bi,Wc) + else + allocate(dTgc(size(elem), 3)) + allocate(Tgc(size(elem))) + allocate(dBi(size(elem), 3), Bi(size(elem))) + + associate(Biall => kron( B3, kron( B2, B1))) + Bi = Biall(elem) + Tgc = Bi*(Wc(elem)/(dot_product(Bi,Wc(elem)))) + end associate + + associate(dB1all => kron(kron(B3,B2),dB1), dB2all => kron(kron(B3,dB2),B1), dB3all => kron(kron(dB3,B2),B1)) + dBi(:,1) = dB1all(elem) + dBi(:,2) = dB2all(elem) + dBi(:,3) = dB3all(elem) + end associate + + dTgc(:,1) = ( dBi(:,1)*Wc(elem) - Tgc*dot_product(dBi(:,1),Wc(elem)) ) / dot_product(Bi,Wc(elem)) + dTgc(:,2) = ( dBi(:,2)*Wc(elem) - Tgc*dot_product(dBi(:,2),Wc(elem)) ) / dot_product(Bi,Wc(elem)) + dTgc(:,3) = ( dBi(:,3)*Wc(elem) - Tgc*dot_product(dBi(:,3),Wc(elem)) ) / dot_product(Bi,Wc(elem)) + end if + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_dTgc_bspline_3d_vector(Xt, knot1, knot2, knot3, degree, nc, ng, dTgc, Tgc) + real(rk), intent(in), contiguous :: Xt(:,:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:), knot3(:) + integer, intent(in) :: degree(3) + integer, intent(in) :: nc(3) + integer, intent(in) :: ng(3) + real(rk), allocatable, intent(out) :: dTgc(:,:,:) + real(rk), allocatable, intent(out) :: Tgc(:,:) + real(rk) :: dB1(nc(1)), dB2(nc(2)), dB3(nc(3)) + real(rk) :: B1(nc(1)), B2(nc(2)), B3(nc(3)) + integer :: i + + allocate(dTgc(ng(1)*ng(2)*ng(3), nc(1)*nc(2)*nc(3), 3)) + allocate(Tgc(ng(1)*ng(2)*ng(3), nc(1)*nc(2)*nc(3))) + + do concurrent (i = 1: size(Xt, 1)) + call basis_bspline_der(Xt(i,1), knot1, nc(1), degree(1), dB1, B1) + call basis_bspline_der(Xt(i,2), knot2, nc(2), degree(2), dB2, B2) + call basis_bspline_der(Xt(i,3), knot3, nc(3), degree(3), dB3, B3) + + Tgc(i,:) = kron(B3, kron(B2, B1)) + + dTgc(i,:,1) = kron(kron(B3,B2),dB1) + dTgc(i,:,2) = kron(kron(B3,dB2),B1) + dTgc(i,:,3) = kron(kron(dB3,B2),B1) + end do + + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_dTgc_bspline_3d_scalar(Xt, knot1, knot2, knot3, degree, nc, dTgc, Tgc, elem) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:), knot3(:) + integer, intent(in) :: degree(3) + integer, intent(in) :: nc(3) + integer, intent(in), optional :: elem(:) + real(rk), allocatable, intent(out) :: dTgc(:,:) + real(rk), allocatable, intent(out) :: Tgc(:) + real(rk) :: dB1(nc(1)), dB2(nc(2)), dB3(nc(3)) + real(rk) :: B1(nc(1)), B2(nc(2)), B3(nc(3)) + + call basis_bspline_der(Xt(1), knot1, nc(1), degree(1), dB1, B1) + call basis_bspline_der(Xt(2), knot2, nc(2), degree(2), dB2, B2) + call basis_bspline_der(Xt(3), knot3, nc(3), degree(3), dB3, B3) + + if (.not. present(elem)) then + allocate(dTgc(nc(1)*nc(2)*nc(3), 3)) + allocate(Tgc(nc(1)*nc(2)*nc(3))) + + Tgc = kron(B3, kron(B2, B1)) + dTgc(:,1) = kron(kron(B3,B2),dB1) + dTgc(:,2) = kron(kron(B3,dB2),B1) + dTgc(:,3) = kron(kron(dB3,B2),B1) + else + allocate(dTgc(size(elem), 3)) + allocate(Tgc(size(elem))) + + associate(B => kron(B3, kron(B2, B1))) + Tgc = B(elem) + end associate + + associate(dB1 => kron(kron(B3,B2),dB1), dB2 => kron(kron(B3,dB2),B1), dB3 => kron(kron(dB3,B2),B1)) + dTgc(:,1) = dB1(elem) + dTgc(:,2) = dB2(elem) + dTgc(:,3) = dB3(elem) + end associate + end if + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_d2Tgc_nurbs_3d_vector(Xt, knot1, knot2, knot3, degree, nc, ng, Wc, d2Tgc, dTgc, Tgc) + real(rk), intent(in), contiguous :: Xt(:,:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:), knot3(:) + integer, intent(in) :: degree(3) + integer, intent(in) :: nc(3) + integer, intent(in) :: ng(3) + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable, intent(out) :: d2Tgc(:,:,:) + real(rk), allocatable, intent(out) :: dTgc(:,:,:) + real(rk), allocatable, intent(out) :: Tgc(:,:) + real(rk) :: d2B1(nc(1)), d2B2(nc(2)), d2B3(nc(3)) + real(rk) :: dB1(nc(1)), dB2(nc(2)), dB3(nc(3)) + real(rk) :: B1(nc(1)), B2(nc(2)), B3(nc(3)) + real(rk), allocatable :: Tgci(:), dTgci(:) + real(rk), allocatable :: d2Bi(:,:), dBi(:,:), Bi(:) + integer :: i + + allocate(Bi(nc(1)*nc(2)*nc(3)), dBi(nc(1)*nc(2)*nc(3), 3), d2Bi(3*nc(1)*nc(2)*nc(3), 3)) + + allocate(Tgci(nc(1)*nc(2)*nc(3)), dTgci(nc(1)*nc(2)*nc(3))) + allocate(d2Tgc(ng(1)*ng(2)*ng(3), 3*nc(1)*nc(2)*nc(3), 3)) + allocate(dTgc(ng(1)*ng(2)*ng(3), nc(1)*nc(2)*nc(3), 3)) + allocate(Tgc(ng(1)*ng(2)*ng(3), nc(1)*nc(2)*nc(3))) + do concurrent (i = 1: size(Xt, 1)) + call basis_bspline_2der(Xt(i,1), knot1, nc(1), degree(1), d2B1, dB1, B1) + call basis_bspline_2der(Xt(i,2), knot2, nc(2), degree(2), d2B2, dB2, B2) + call basis_bspline_2der(Xt(i,3), knot3, nc(3), degree(3), d2B3, dB3, B3) + + Bi = kron(B3, kron(B2, B1)) + + Tgc(i,:) = Bi*(Wc/(dot_product(Bi,Wc))) + + dBi(:,1) = kron(kron(B3,B2),dB1) + dBi(:,2) = kron(kron(B3,dB2),B1) + dBi(:,3) = kron(kron(dB3,B2),B1) + + dTgc(i,:,1) = ( dBi(:,1)*Wc - Tgc(i,:)*dot_product(dBi(:,1),Wc) ) / dot_product(Bi,Wc) + dTgc(i,:,2) = ( dBi(:,2)*Wc - Tgc(i,:)*dot_product(dBi(:,2),Wc) ) / dot_product(Bi,Wc) + dTgc(i,:,3) = ( dBi(:,3)*Wc - Tgc(i,:)*dot_product(dBi(:,3),Wc) ) / dot_product(Bi,Wc) + + d2Bi(1:nc(1)*nc(2)*nc(3) ,1) = kron(kron(B3,B2),d2B1) + d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,1) = kron(kron(B3,dB2),dB1) + d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,1) = kron(kron(dB3,B2),dB1) + d2Bi(1:nc(1)*nc(2)*nc(3) ,2) = kron(kron(B3,dB2),dB1) + d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,2) = kron(kron(B3,d2B2),B1) + d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,2) = kron(kron(dB3,dB2),B1) + d2Bi(1:nc(1)*nc(2)*nc(3) ,3) = kron(kron(dB3,B2),dB1) + d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,3) = kron(kron(dB3,dB2),B1) + d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,3) = kron(kron(d2B3,B2),B1) + + d2Tgc(i, 1:nc(1)*nc(2)*nc(3) ,1) = (d2Bi(1:nc(1)*nc(2)*nc(3) ,1)*Wc & + - 2.0_rk*dTgc(i, :,1)*dot_product(dBi(:,1),Wc) & + - Tgc(i,:)*dot_product(d2Bi(1:nc(1)*nc(2)*nc(3) ,1),Wc)) / dot_product(Bi,Wc) + d2Tgc(i, nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,1) = (d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,1)*Wc & + - dTgc(i, :,1)*dot_product(dBi(:,2),Wc) - dTgc(i, :,2)*dot_product(dBi(:,1),Wc) & + - Tgc(i,:)*dot_product(d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,1),Wc)) / dot_product(Bi,Wc) + d2Tgc(i, 2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,1) = (d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,1)*Wc & + - dTgc(i, :,1)*dot_product(dBi(:,3),Wc) - dTgc(i, :,3)*dot_product(dBi(:,1),Wc) & + - Tgc(i,:)*dot_product(d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,1),Wc)) / dot_product(Bi,Wc) + d2Tgc(i, 1:nc(1)*nc(2)*nc(3) ,2) = (d2Bi(1:nc(1)*nc(2)*nc(3) ,2)*Wc & + - dTgc(i, :,1)*dot_product(dBi(:,2),Wc) - dTgc(i, :,2)*dot_product(dBi(:,1),Wc) & + - Tgc(i,:)*dot_product(d2Bi(1:nc(1)*nc(2)*nc(3) ,2),Wc)) / dot_product(Bi,Wc) + d2Tgc(i, nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,2) = (d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,2)*Wc & + - 2.0_rk*dTgc(i, :,2)*dot_product(dBi(:,2),Wc) & + - Tgc(i,:)*dot_product(d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,2),Wc)) / dot_product(Bi,Wc) + d2Tgc(i, 2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,2) = (d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,2)*Wc & + - dTgc(i, :,2)*dot_product(dBi(:,3),Wc) - dTgc(i, :,3)*dot_product(dBi(:,2),Wc) & + - Tgc(i,:)*dot_product(d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,2),Wc)) / dot_product(Bi,Wc) + d2Tgc(i, 1:nc(1)*nc(2)*nc(3) ,3) = (d2Bi(1:nc(1)*nc(2)*nc(3) ,3)*Wc & + - dTgc(i, :,1)*dot_product(dBi(:,3),Wc) - dTgc(i, :,3)*dot_product(dBi(:,1),Wc) & + - Tgc(i,:)*dot_product(d2Bi(1:nc(1)*nc(2)*nc(3) ,3),Wc)) / dot_product(Bi,Wc) + d2Tgc(i, nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,3) = (d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,3)*Wc & + - dTgc(i, :,2)*dot_product(dBi(:,3),Wc) - dTgc(i, :,3)*dot_product(dBi(:,2),Wc) & + - Tgc(i,:)*dot_product(d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,3),Wc)) / dot_product(Bi,Wc) + d2Tgc(i, 2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,3) = (d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,3)*Wc & + - 2.0_rk*dTgc(i, :,3)*dot_product(dBi(:,3),Wc) & + - Tgc(i,:)*dot_product(d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,3),Wc)) / dot_product(Bi,Wc) + end do + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_d2Tgc_nurbs_3d_scalar(Xt, knot1, knot2, knot3, degree, nc, Wc, d2Tgc, dTgc, Tgc) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:), knot3(:) + integer, intent(in) :: degree(3) + integer, intent(in) :: nc(3) + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable, intent(out) :: d2Tgc(:,:) + real(rk), allocatable, intent(out) :: dTgc(:,:) + real(rk), allocatable, intent(out) :: Tgc(:) + real(rk) :: d2B1(nc(1)), d2B2(nc(2)), d2B3(nc(3)) + real(rk) :: dB1(nc(1)), dB2(nc(2)), dB3(nc(3)) + real(rk) :: B1(nc(1)), B2(nc(2)), B3(nc(3)) + real(rk), allocatable :: d2Bi(:,:), dBi(:,:), Bi(:) + + + allocate(Bi(nc(1)*nc(2)*nc(3)), dBi(nc(1)*nc(2)*nc(3), 3), d2Bi(3*nc(1)*nc(2)*nc(3), 3)) + + allocate(d2Tgc(3*nc(1)*nc(2)*nc(3), 3)) + allocate(dTgc(nc(1)*nc(2)*nc(3), 3)) + allocate(Tgc(nc(1)*nc(2)*nc(3))) + + call basis_bspline_2der(Xt(1), knot1, nc(1), degree(1), d2B1, dB1, B1) + call basis_bspline_2der(Xt(2), knot2, nc(2), degree(2), d2B2, dB2, B2) + call basis_bspline_2der(Xt(3), knot3, nc(3), degree(3), d2B3, dB3, B3) + + Bi = kron(B3, kron(B2, B1)) + + Tgc = Bi*(Wc/(dot_product(Bi,Wc))) + + dBi(:,1) = kron(kron(B3,B2),dB1) + dBi(:,2) = kron(kron(B3,dB2),B1) + dBi(:,3) = kron(kron(dB3,B2),B1) + + dTgc(:,1) = ( dBi(:,1)*Wc - Tgc*dot_product(dBi(:,1),Wc) ) / dot_product(Bi,Wc) + dTgc(:,2) = ( dBi(:,2)*Wc - Tgc*dot_product(dBi(:,2),Wc) ) / dot_product(Bi,Wc) + dTgc(:,3) = ( dBi(:,3)*Wc - Tgc*dot_product(dBi(:,3),Wc) ) / dot_product(Bi,Wc) + + d2Bi(1:nc(1)*nc(2)*nc(3) ,1) = kron(kron(B3,B2),d2B1) + d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,1) = kron(kron(B3,dB2),dB1) + d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,1) = kron(kron(dB3,B2),dB1) + d2Bi(1:nc(1)*nc(2)*nc(3) ,2) = kron(kron(B3,dB2),dB1) + d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,2) = kron(kron(B3,d2B2),B1) + d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,2) = kron(kron(dB3,dB2),B1) + d2Bi(1:nc(1)*nc(2)*nc(3) ,3) = kron(kron(dB3,B2),dB1) + d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,3) = kron(kron(dB3,dB2),B1) + d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,3) = kron(kron(d2B3,B2),B1) + + d2Tgc(1:nc(1)*nc(2)*nc(3) ,1) = (d2Bi(1:nc(1)*nc(2)*nc(3) ,1)*Wc & + - 2.0_rk*dTgc(:,1)*dot_product(dBi(:,1),Wc) & + - Tgc*dot_product(d2Bi(1:nc(1)*nc(2)*nc(3) ,1),Wc)) / dot_product(Bi,Wc) + d2Tgc(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,1) = (d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,1)*Wc & + - dTgc(:,1)*dot_product(dBi(:,2),Wc) - dTgc(:,2)*dot_product(dBi(:,1),Wc) & + - Tgc*dot_product(d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,1),Wc)) / dot_product(Bi,Wc) + d2Tgc(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,1) = (d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,1)*Wc & + - dTgc(:,1)*dot_product(dBi(:,3),Wc) - dTgc(:,3)*dot_product(dBi(:,1),Wc) & + - Tgc*dot_product(d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,1),Wc)) / dot_product(Bi,Wc) + d2Tgc(1:nc(1)*nc(2)*nc(3) ,2) = (d2Bi(1:nc(1)*nc(2)*nc(3) ,2)*Wc & + - dTgc(:,1)*dot_product(dBi(:,2),Wc) - dTgc(:,2)*dot_product(dBi(:,1),Wc) & + - Tgc*dot_product(d2Bi(1:nc(1)*nc(2)*nc(3) ,2),Wc)) / dot_product(Bi,Wc) + d2Tgc(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,2) = (d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,2)*Wc & + - 2.0_rk*dTgc(:,2)*dot_product(dBi(:,2),Wc) & + - Tgc*dot_product(d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,2),Wc)) / dot_product(Bi,Wc) + d2Tgc(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,2) = (d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,2)*Wc & + - dTgc(:,2)*dot_product(dBi(:,3),Wc) - dTgc(:,3)*dot_product(dBi(:,2),Wc) & + - Tgc*dot_product(d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,2),Wc)) / dot_product(Bi,Wc) + d2Tgc(1:nc(1)*nc(2)*nc(3) ,3) = (d2Bi(1:nc(1)*nc(2)*nc(3) ,3)*Wc & + - dTgc(:,1)*dot_product(dBi(:,3),Wc) - dTgc(:,3)*dot_product(dBi(:,1),Wc) & + - Tgc*dot_product(d2Bi(1:nc(1)*nc(2)*nc(3) ,3),Wc)) / dot_product(Bi,Wc) + d2Tgc(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,3) = (d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,3)*Wc & + - dTgc(:,2)*dot_product(dBi(:,3),Wc) - dTgc(:,3)*dot_product(dBi(:,2),Wc) & + - Tgc*dot_product(d2Bi(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,3),Wc)) / dot_product(Bi,Wc) + d2Tgc(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,3) = (d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,3)*Wc & + - 2.0_rk*dTgc(:,3)*dot_product(dBi(:,3),Wc) & + - Tgc*dot_product(d2Bi(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,3),Wc)) / dot_product(Bi,Wc) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_d2Tgc_bspline_3d_vector(Xt, knot1, knot2, knot3, degree, nc, ng, d2Tgc, dTgc, Tgc) + real(rk), intent(in), contiguous :: Xt(:,:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:), knot3(:) + integer, intent(in) :: degree(3) + integer, intent(in) :: nc(3) + integer, intent(in) :: ng(3) + real(rk), allocatable, intent(out) :: d2Tgc(:,:,:) + real(rk), allocatable, intent(out) :: dTgc(:,:,:) + real(rk), allocatable, intent(out) :: Tgc(:,:) + integer :: i + real(rk) :: d2B1(nc(1)), d2B2(nc(2)), d2B3(nc(3)) + real(rk) :: dB1(nc(1)), dB2(nc(2)), dB3(nc(3)) + real(rk) :: B1(nc(1)), B2(nc(2)), B3(nc(3)) + + + allocate(d2Tgc(ng(1)*ng(2)*ng(3), 3*nc(1)*nc(2)*nc(3), 3)) + allocate(dTgc(ng(1)*ng(2)*ng(3), nc(1)*nc(2)*nc(3), 3)) + allocate(Tgc(ng(1)*ng(2)*ng(3), nc(1)*nc(2)*nc(3))) + do concurrent (i = 1: size(Xt, 1)) + call basis_bspline_2der(Xt(i,1), knot1, nc(1), degree(1), d2B1, dB1, B1) + call basis_bspline_2der(Xt(i,2), knot2, nc(2), degree(2), d2B2, dB2, B2) + call basis_bspline_2der(Xt(i,3), knot3, nc(3), degree(3), d2B3, dB3, B3) + + Tgc(i,:) = kron(B3, kron(B2, B1)) + + dTgc(i,:,1) = kron(kron(B3,B2),dB1) + dTgc(i,:,2) = kron(kron(B3,dB2),B1) + dTgc(i,:,3) = kron(kron(dB3,B2),B1) + + d2Tgc(i,1:nc(1)*nc(2)*nc(3) ,1) = kron(kron(B3,B2),d2B1) + d2Tgc(i,nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,1) = kron(kron(B3,dB2),dB1) + d2Tgc(i,2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,1) = kron(kron(dB3,B2),dB1) + d2Tgc(i,1:nc(1)*nc(2)*nc(3) ,2) = kron(kron(B3,dB2),dB1) + d2Tgc(i,nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,2) = kron(kron(B3,d2B2),B1) + d2Tgc(i,2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,2) = kron(kron(dB3,dB2),B1) + d2Tgc(i,1:nc(1)*nc(2)*nc(3) ,3) = kron(kron(dB3,B2),dB1) + d2Tgc(i,nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,3) = kron(kron(dB3,dB2),B1) + d2Tgc(i,2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,3) = kron(kron(d2B3,B2),B1) + end do + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine compute_d2Tgc_bspline_3d_scalar(Xt, knot1, knot2, knot3, degree, nc, d2Tgc, dTgc, Tgc) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:), knot3(:) + integer, intent(in) :: degree(3) + integer, intent(in) :: nc(3) + real(rk), allocatable, intent(out) :: d2Tgc(:,:) + real(rk), allocatable, intent(out) :: dTgc(:,:) + real(rk), allocatable, intent(out) :: Tgc(:) + real(rk) :: d2B1(nc(1)), d2B2(nc(2)), d2B3(nc(3)) + real(rk) :: dB1(nc(1)), dB2(nc(2)), dB3(nc(3)) + real(rk) :: B1(nc(1)), B2(nc(2)), B3(nc(3)) + + allocate(d2Tgc(3*nc(1)*nc(2)*nc(3), 3)) + allocate(dTgc(nc(1)*nc(2)*nc(3), 3)) + allocate(Tgc(nc(1)*nc(2)*nc(3))) + call basis_bspline_2der(Xt(1), knot1, nc(1), degree(1), d2B1, dB1, B1) + call basis_bspline_2der(Xt(2), knot2, nc(2), degree(2), d2B2, dB2, B2) + call basis_bspline_2der(Xt(3), knot3, nc(3), degree(3), d2B3, dB3, B3) + + Tgc = kron(B3, kron(B2, B1)) + + dTgc(:,1) = kron(kron(B3,B2),dB1) + dTgc(:,2) = kron(kron(B3,dB2),B1) + dTgc(:,3) = kron(kron(dB3,B2),B1) + + d2Tgc(1:nc(1)*nc(2)*nc(3) ,1) = kron(kron(B3,B2),d2B1) + d2Tgc(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,1) = kron(kron(B3,dB2),dB1) + d2Tgc(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,1) = kron(kron(dB3,B2),dB1) + d2Tgc(1:nc(1)*nc(2)*nc(3) ,2) = kron(kron(B3,dB2),dB1) + d2Tgc(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,2) = kron(kron(B3,d2B2),B1) + d2Tgc(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,2) = kron(kron(dB3,dB2),B1) + d2Tgc(1:nc(1)*nc(2)*nc(3) ,3) = kron(kron(dB3,B2),dB1) + d2Tgc(nc(1)*nc(2)*nc(3)+1:2*nc(1)*nc(2)*nc(3) ,3) = kron(kron(dB3,dB2),B1) + d2Tgc(2*nc(1)*nc(2)*nc(3)+1:3*nc(1)*nc(2)*nc(3) ,3) = kron(kron(d2B3,B2),B1) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Tgc_nurbs_3d_vector(Xt, knot1, knot2, knot3, degree, nc, ng, Wc) result(Tgc) + real(rk), intent(in), contiguous :: Xt(:,:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:), knot3(:) + integer, intent(in) :: degree(3) + integer, intent(in) :: nc(3) + integer, intent(in) :: ng(3) + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable :: Tgc(:,:) + real(rk), allocatable :: Tgci(:) + integer :: i + + allocate(Tgc(ng(1)*ng(2)*ng(3), nc(1)*nc(2)*nc(3))) + allocate(Tgci(nc(1)*nc(2)*nc(3))) + do concurrent (i = 1: size(Xt, 1)) + Tgci = kron(basis_bspline(Xt(i,3), knot3, nc(3), degree(3)), kron(& + basis_bspline(Xt(i,2), knot2, nc(2), degree(2)),& + basis_bspline(Xt(i,1), knot1, nc(1), degree(1)))) + Tgc(i,:) = Tgci*(Wc/(dot_product(Tgci,Wc))) + end do + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Tgc_nurbs_3d_scalar(Xt, knot1, knot2, knot3, degree, nc, Wc) result(Tgc) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:), knot3(:) + integer, intent(in) :: degree(3) + integer, intent(in) :: nc(3) + real(rk), intent(in), contiguous :: Wc(:) + real(rk), allocatable :: Tgc(:) + + allocate(Tgc(nc(1)*nc(2)*nc(3))) + Tgc = kron(basis_bspline(Xt(3), knot3, nc(3), degree(3)), kron(& + basis_bspline(Xt(2), knot2, nc(2), degree(2)),& + basis_bspline(Xt(1), knot1, nc(1), degree(1)))) + Tgc = Tgc*(Wc/(dot_product(Tgc,Wc))) + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Tgc_bspline_3d_vector(Xt, knot1, knot2, knot3, degree, nc, ng) result(Tgc) + real(rk), intent(in), contiguous :: Xt(:,:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:), knot3(:) + integer, intent(in) :: degree(3) + integer, intent(in) :: nc(3) + integer, intent(in) :: ng(3) + real(rk), allocatable :: Tgc(:,:) + integer :: i + + allocate(Tgc(ng(1)*ng(2)*ng(3), nc(1)*nc(2)*nc(3))) + do concurrent (i = 1: size(Xt, 1)) + Tgc(i,:) = kron(basis_bspline(Xt(i,3), knot3, nc(3), degree(3)), kron(& + basis_bspline(Xt(i,2), knot2, nc(2), degree(2)),& + basis_bspline(Xt(i,1), knot1, nc(1), degree(1)))) + end do + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function compute_Tgc_bspline_3d_scalar(Xt, knot1, knot2, knot3, degree, nc) result(Tgc) + real(rk), intent(in), contiguous :: Xt(:) + real(rk), intent(in), contiguous :: knot1(:), knot2(:), knot3(:) + integer, intent(in) :: degree(3) + integer, intent(in) :: nc(3) + real(rk), allocatable :: Tgc(:) + + allocate(Tgc(nc(1)*nc(2)*nc(3))) + Tgc= kron(basis_bspline(Xt(3), knot3, nc(3), degree(3)), kron(& + basis_bspline(Xt(2), knot2, nc(2), degree(2)),& + basis_bspline(Xt(1), knot1, nc(1), degree(1)))) + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function nearest_point_help_3d(ng, Xg, point_Xg) result(distances) + integer, intent(in) :: ng(3) + real(rk), intent(in), contiguous :: Xg(:,:) + real(rk), intent(in), contiguous :: point_Xg(:) + real(rk), allocatable :: distances(:) + integer :: i + + allocate(distances(ng(1)*ng(2)*ng(3))) + do concurrent (i = 1: ng(1)*ng(2)*ng(3)) + distances(i) = norm2(Xg(i,:) - point_Xg) + end do + end function + !=============================================================================== + +end module forcad_nurbs_volume \ No newline at end of file diff --git a/src/forcad_utils.f90 b/src/forcad_utils.f90 index f2669ead2..f6c50ab3e 100644 --- a/src/forcad_utils.f90 +++ b/src/forcad_utils.f90 @@ -3,14 +3,14 @@ !> This module contains parameters, functions and subroutines that are used in the library. module forcad_utils + use forcad_kinds, only: rk + implicit none private - public :: rk, basis_bernstein, basis_bspline, elemConn_C0, kron, ndgrid, compute_multiplicity, compute_knot_vector, & + public basis_bernstein, basis_bspline, elemConn_C0, kron, ndgrid, compute_multiplicity, compute_knot_vector, & basis_bspline_der, insert_knot_A_5_1, findspan, elevate_degree_A_5_9, hexahedron_Xc, tetragon_Xc, remove_knots_A_5_8, & - elemConn_Cn, unique, rotation - - integer, parameter :: rk = kind(1.0d0) + elemConn_Cn, unique, rotation, basis_bspline_2der, det, inv, dyad, gauss_leg, export_vtk_legacy !=============================================================================== interface elemConn_C0 @@ -53,6 +53,22 @@ module forcad_utils end interface !=============================================================================== + + !=============================================================================== + interface dyad + module procedure dyad_t1_t1 + end interface + !=============================================================================== + + + !=============================================================================== + interface gauss_leg + module procedure gauss_legendre_1D + module procedure gauss_legendre_2D + module procedure gauss_legendre_3D + end interface + !=============================================================================== + contains !=============================================================================== @@ -64,15 +80,15 @@ pure function basis_bspline(Xt, knot, nc, degree) result(B) integer, intent(in) :: nc real(rk), intent(in) :: Xt real(rk) :: temp, Xth_i, Xth_i1, Xth_ip, Xth_ip1 - real(rk), allocatable :: Nt(:,:) + real(rk) :: Nt(nc, 0:degree) integer :: i, p - real(rk), allocatable :: B(:) + real(rk) :: B(nc) temp = abs(Xt - knot(size(knot))) - allocate(Nt(nc, 0:degree), source=0.0_rk) + Nt = 0.0_rk do p = 0, degree - do i = 1, nc + do concurrent (i = 1:nc) Xth_i = knot(i) Xth_i1 = knot(i+1) Xth_ip = knot(i+p) @@ -91,58 +107,102 @@ pure function basis_bspline(Xt, knot, nc, degree) result(B) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure function basis_bspline_der(Xt, knot, nc, degree) result(dB) + pure subroutine basis_bspline_der(Xt, knot, nc, degree, dB, B) integer, intent(in) :: degree real(rk), intent(in), contiguous :: knot(:) integer, intent(in) :: nc real(rk), intent(in) :: Xt - real(rk), allocatable :: dB(:) - real(rk), allocatable :: Nt(:,:), dNt_dXt(:,:) - real(rk) :: R, L, Rp, Lp, knot_i, knot_ip, knot_jk, knot_jkm, knot_end, a, b, c, d - integer :: i, k, n, m, jk + real(rk), intent(out) :: dB(nc) + real(rk), intent(out), optional :: B(nc) + real(rk), allocatable :: N(:,:), dN_dXt(:,:) + real(rk) :: temp, Xth_i, Xth_i1, Xth_ip, Xth_ip1 + integer :: i, p - k = degree + 1 - n = nc - 1 - allocate(Nt(nc+degree, degree+1)) - Nt = 0.0_rk - do i = 1, n+k - knot_i = knot(i) - knot_ip = knot(i+1) - knot_end = knot(size(knot)) - if ( abs(Xt - knot_end) > tiny(0.0_rk) ) then - if ( Xt >= knot_i .and. Xt < knot_ip ) Nt(i,1) = 1.0_rk - elseif ( abs(Xt - knot_end) < tiny(0.0_rk) ) then - if ( Xt >= knot_i .and. Xt <= knot_ip ) Nt(i,1) = 1.0_rk - end if + temp = abs(Xt - knot(size(knot))) + allocate(N(nc, 0:degree), source=0.0_rk) + allocate(dN_dXt(nc, 0:degree), source=0.0_rk) + + do p = 0, degree + do concurrent (i = 1:nc) + Xth_i = knot(i) + Xth_i1 = knot(i+1) + Xth_ip = knot(i+p) + Xth_ip1 = knot(i+p+1) + + if ( temp /= tiny(0.0_rk) .and. Xth_i <= Xt .and. Xt <= Xth_i1 ) then + N(i,0) = 1.0_rk + dN_dXt(i,0) = 0.0_rk + end if + if ( Xth_ip /= Xth_i ) then + N(i,p) = (Xt - Xth_i)/(Xth_ip - Xth_i) * N(i,p-1) + dN_dXt(i,p) = ( N(i,p-1) + (Xt - Xth_i)*dN_dXt(i,p-1) ) / (Xth_ip - Xth_i) + end if + if ( Xth_ip1 /= Xth_i1 ) then + N(i,p) = N(i,p) + (Xth_ip1 - Xt)/(Xth_ip1 - Xth_i1) * N(i+1,p-1) + dN_dXt(i,p) = dN_dXt(i,p) - ( N(i+1,p-1) - (Xth_ip1 - Xt)*dN_dXt(i+1,p-1) ) / (Xth_ip1 - Xth_i1) + end if + + end do end do - allocate(dNt_dXt(nc+degree, degree+1)) - dNt_dXt = 0.0_rk - m = 0 - do jk = 2, k - m = m + 1 - do i = 1, n + k - m - knot_i = knot(i) - knot_ip = knot(i+1) - knot_jk = knot(i+jk) - knot_jkm = knot(i+jk-1) - a = (knot_jkm - knot_i) - b = (knot_jk - Xt) - c = (knot_jk - knot_ip) - d = (Xt - knot_i) - R = d/a - if ( isnan(R) .or. isinf(R) .or. abs(R) < tiny(0.0_rk) ) R = 0.0_rk - L = b/c - if ( isnan(L) .or. isinf(L) .or. abs(L) < tiny(0.0_rk) ) L = 0.0_rk - Nt(i,jk) = R*Nt(i,jk-1) + L*Nt(i+1,jk-1) - Rp = (Nt(i,jk-1) + d*dNt_dXt(i,jk-1)) / a - if ( isnan(Rp) .or. isinf(Rp) .or. abs(Rp) < tiny(0.0_rk) ) Rp = 0.0_rk - Lp = (b*dNt_dXt(i+1,jk-1) - Nt(i+1,jk-1)) / c - if ( isnan(Lp) .or. isinf(Lp) .or. abs(Lp) < tiny(0.0_rk) ) Lp = 0.0_rk - dNt_dXt(i,jk) = Rp + Lp + + dB = dN_dXt(:,degree) + if (present(B)) B = N(:,degree) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine basis_bspline_2der(Xt, knot, nc, degree, d2B, dB, B) + integer, intent(in) :: degree + real(rk), intent(in), contiguous :: knot(:) + integer, intent(in) :: nc + real(rk), intent(in) :: Xt + real(rk), intent(out) :: d2B(nc) + real(rk), intent(out), optional :: dB(nc) + real(rk), intent(out), optional :: B(nc) + real(rk), allocatable :: N(:,:), dN_dXt(:,:), d2N_dXt2(:,:) + real(rk) :: temp, Xth_i, Xth_i1, Xth_ip, Xth_ip1 + integer :: i, p + + temp = abs(Xt - knot(size(knot))) + allocate(N(nc, 0:degree), source=0.0_rk) + allocate(dN_dXt(nc, 0:degree), source=0.0_rk) + allocate(d2N_dXt2(nc, 0:degree), source=0.0_rk) + + do p = 0, degree + do concurrent (i = 1:nc) + Xth_i = knot(i) + Xth_i1 = knot(i+1) + Xth_ip = knot(i+p) + Xth_ip1 = knot(i+p+1) + + if ( temp /= tiny(0.0_rk) .and. Xth_i <= Xt .and. Xt <= Xth_i1 ) then + N(i,0) = 1.0_rk + dN_dXt(i,0) = 0.0_rk + d2N_dXt2(i,0) = 0.0_rk + end if + if ( Xth_ip /= Xth_i) then + N(i,p) = (Xt - Xth_i)/(Xth_ip - Xth_i) * N(i,p-1) + ! dN_dXt(i,p) = p*(N(i,p-1)/(Xth_ip - Xth_i)) + dN_dXt(i,p) = ( N(i,p-1) + (Xt - Xth_i)*dN_dXt(i,p-1) ) / (Xth_ip - Xth_i) + d2N_dXt2(i,p) = (2*dN_dXt(i,p-1) + (Xt - Xth_i)*d2N_dXt2(i,p-1)) / (Xth_ip - Xth_i) + end if + if ( Xth_ip1 /= Xth_i1 ) then + N(i,p) = N(i,p) + (Xth_ip1 - Xt)/(Xth_ip1 - Xth_i1) * N(i+1,p-1) + ! dN_dXt(i,p) = dN_dXt(i,p) - p*( N(i+1,p-1)/(Xth_ip1 - Xth_i1)) + dN_dXt(i,p) = dN_dXt(i,p) - ( N(i+1,p-1) - (Xth_ip1 - Xt)*dN_dXt(i+1,p-1) ) / (Xth_ip1 - Xth_i1) + d2N_dXt2(i,p) = d2N_dXt2(i,p) - (2*dN_dXt(i+1,p-1) - (Xth_ip1 - Xt)*d2N_dXt2(i+1,p-1)) / (Xth_ip1 - Xth_i1) + end if + end do end do - dB = dNt_dXt(1:nc,k) - end function + + d2B = d2N_dXt2(:,degree) + if (present(dB)) dB = dN_dXt(:,degree) + if (present(B)) B = N(:,degree) + end subroutine !=============================================================================== @@ -179,15 +239,12 @@ pure function basis_bernstein(Xt, nc) result(B) pure function kron(u,v) result(w) real(rk), intent(in), contiguous :: u(:), v(:) real(rk) :: w(size(u)*size(v)) - integer :: i, j, m, n + integer :: i, j, n - m = size(u) n = size(v) - do i = 1, m - do j = 1, n - w((i-1)*n + j) = u(i)*v(j) - end do + do concurrent(i = 1:size(u), j = 1:n) + w((i-1)*n + j) = u(i)*v(j) end do end function !=============================================================================== @@ -199,18 +256,14 @@ pure function kron(u,v) result(w) pure subroutine ndgrid2(X_dir1,X_dir2, Xt) real(rk), intent(in), contiguous :: X_dir1(:), X_dir2(:) real(rk), allocatable, intent(out) :: Xt(:,:) - integer :: s1, s2, i, j, n + integer :: s1, s2, i, j s1 = size(X_dir1) s2 = size(X_dir2) allocate(Xt(s1*s2,2)) - n = 0 - do j = 1, s2 - do i = 1, s1 - n = n + 1 - Xt(n,1) = X_dir1(i) - Xt(n,2) = X_dir2(j) - end do + do concurrent (j = 1:s2, i = 1: s1) + Xt((j - 1) * s1 + i,1) = X_dir1(i) + Xt((j - 1) * s1 + i,2) = X_dir2(j) end do end subroutine !=============================================================================== @@ -222,22 +275,16 @@ pure subroutine ndgrid2(X_dir1,X_dir2, Xt) pure subroutine ndgrid3(X_dir1,X_dir2,X_dir3, Xt) real(rk), intent(in), contiguous :: X_dir1(:), X_dir2(:), X_dir3(:) real(rk), allocatable, intent(out) :: Xt(:,:) - integer :: s1, s2, s3, i, j, k, n + integer :: s1, s2, s3, i, j, k s1 = size(X_dir1) s2 = size(X_dir2) s3 = size(X_dir3) allocate(Xt(s1*s2*s3,3)) - n = 0 - do k = 1, s3 - do j = 1, s2 - do i = 1, s1 - n = n + 1 - Xt(n,1) = X_dir1(i) - Xt(n,2) = X_dir2(j) - Xt(n,3) = X_dir3(k) - end do - end do + do concurrent (k = 1:s3, j = 1:s2, i = 1: s1) + Xt(((k - 1) * s2 + (j - 1)) * s1 + i,1) = X_dir1(i) + Xt(((k - 1) * s2 + (j - 1)) * s1 + i,2) = X_dir2(j) + Xt(((k - 1) * s2 + (j - 1)) * s1 + i,3) = X_dir3(k) end do end subroutine !=============================================================================== @@ -258,7 +305,7 @@ pure function repelem(a, b) result(c) c(l+1:l+n) = a(i) l = l + n end do - end function repelem + end function !=============================================================================== @@ -272,7 +319,9 @@ pure function cmp_elemConn_C0_L(nnode,p) result(elemConn) integer :: i, l integer, allocatable :: nodes(:) - allocate(elemConn( ((nnode-p) / p) ,2)) + if (mod(nnode-1,p) /= 0) error stop 'cmp_elemConn_C0_L: nnode-1 must be divisible by p' + + allocate(elemConn( (nnode-1) / p ,p+1)) nodes = [(i, i=1,nnode)] l = 0 do i = 1,nnode-p, p @@ -293,7 +342,10 @@ pure function cmp_elemConn_C0_S(nnode1,nnode2,p1,p2) result(elemConn) integer :: i, j, l integer, allocatable :: nodes(:,:) - allocate(elemConn( ((nnode1-p1) / p1) * ((nnode2-p2) / p2) ,4)) + if (mod(nnode1-1,p1) /= 0) error stop 'cmp_elemConn_C0_S: nnode1-1 must be divisible by p1' + if (mod(nnode2-1,p2) /= 0) error stop 'cmp_elemConn_C0_S: nnode2-1 must be divisible by p2' + + allocate(elemConn( ((nnode1-1) / p1) * ((nnode2-1) / p2), (p1+1)*(p2+1))) nodes = reshape([(i, i=1,nnode1*nnode2)], [nnode1, nnode2]) l = 0 do j = 1,nnode2-p2, p2 @@ -316,7 +368,11 @@ pure function cmp_elemConn_C0_V(nnode1,nnode2,nnode3,p1,p2,p3) result(elemConn) integer :: i, j, k, l integer, allocatable :: nodes(:,:,:) - allocate(elemConn( ((nnode1-p1) / p1) * ((nnode2-p2) / p2) * ((nnode3-p3) / p3) ,8)) + if (mod(nnode1-1,p1) /= 0) error stop 'cmp_elemConn_C0_V: nnode1-1 must be divisible by p1' + if (mod(nnode2-1,p2) /= 0) error stop 'cmp_elemConn_C0_V: nnode2-1 must be divisible by p2' + if (mod(nnode3-1,p3) /= 0) error stop 'cmp_elemConn_C0_V: nnode3-1 must be divisible by p3' + + allocate(elemConn( ((nnode1-1) / p1) * ((nnode2-1) / p2) * ((nnode3-1) / p3) ,(p1+1)*(p2+1)*(p3+1))) nodes = reshape([(i, i=1,nnode1*nnode2*nnode3)], [nnode1, nnode2, nnode3]) l = 0 do k = 1,nnode3-p3, p3 @@ -340,18 +396,16 @@ pure subroutine cmp_elemConn_Cn_L(nnode, p, Xth,vecKnot_mul, elemConn) real(rk), intent(in), contiguous :: Xth(:) integer, allocatable, intent(out) :: elemConn(:,:) integer, allocatable :: nodes(:) - integer :: i, l, nnel, m, nelem + integer :: i, nnel, m, nelem nnel = p + 1 nodes = [(i, i=1, nnode)] nelem = size(Xth) - 1 allocate(elemConn(nelem,nnel)) - l = 0 m = -p do i = 1, nelem m = m + vecKnot_mul(i) - l = l + 1 - elemConn(l,:) = nodes(m:m+p) + elemConn(i,:) = nodes(m:m+p) end do end subroutine !=============================================================================== @@ -367,7 +421,7 @@ pure subroutine cmp_elemConn_Cn_S(nnode1,nnode2,p1,p2,& real(rk), intent(in), contiguous :: Xth1(:), Xth2(:) integer, allocatable, intent(out) :: elemConn(:,:) integer, allocatable :: nodes(:,:), nodes_vec(:) - integer :: nnd_total, i, j, k, l, nnel1, nnel2, m, n, o, nelem1, nelem2, nelem + integer :: nnd_total, i, j, l, nnel1, nnel2, m, n, nelem1, nelem2, nelem nnel1 = p1 + 1 nnel2 = p2 + 1 @@ -527,33 +581,6 @@ pure function compute_knot_vector(Xth_dir, degree, continuity) result(knot) !=============================================================================== - !=============================================================================== - !> author: Seyed Ali Ghasemi - !> license: BSD 3-Clause - elemental pure function isinf(x) result(output) - real(rk), intent(in) :: x - logical :: output - - output=.false. - if (x > huge(x)) output=.true. - if (x < -huge(x)) output=.true. - end function - !=============================================================================== - - - !=============================================================================== - !> author: Seyed Ali Ghasemi - !> license: BSD 3-Clause - elemental pure function isnan(x) result(output) - real(rk), intent(in) :: x - logical :: output - - output =.false. - if (x /= x) output = .true. - end function - !=============================================================================== - - !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause @@ -563,18 +590,18 @@ pure subroutine insert_knot_A_5_1(p, UP, Pw, u, k, s, r, nq, UQ, Qw) real(rk), intent(in) :: u real(rk), allocatable, intent(out) :: UQ(:), Qw(:,:) integer, intent(out) :: nq - integer :: i, j, L, mp, dim, np + integer :: i, j, L, mp, d, np real(rk), allocatable :: Rw(:,:) real(rk) :: alpha - dim = size(Pw, 2) + d = size(Pw, 2) np = size(Pw, 1) - 1 mp = np + p + 1 nq = np + r allocate(UQ(0:mp+r)) - allocate(Qw(0:nq,1:dim)) - allocate(Rw(0:p ,1:dim)) + allocate(Qw(0:nq,1:d)) + allocate(Rw(0:p ,1:d)) UQ(0:k) = UP(0:k) UQ(k+1:k+r) = u @@ -635,21 +662,21 @@ pure subroutine elevate_degree_A_5_9(t, knot, degree, Xcw, nc_new, knot_new, Xcw integer, intent(out) :: nc_new real(rk), allocatable, intent(out) :: Xcw_new(:,:), knot_new(:) real(rk), allocatable :: bezalfs(:,:), bpts(:,:), ebpts(:,:), Nextbpts(:,:), alfs(:) - real(rk) :: inv, alpha1, alpha2, Xth1, Xth2, numer, den - integer :: n, lbz, rbz, sv, tr, kj, first, knoti, last, alpha3, dim, nc + real(rk) :: iinv, alpha1, alpha2, Xth1, Xth2, numer, den + integer :: n, lbz, rbz, sv, tr, kj, first, knoti, last, alpha3, d, nc integer :: i, j, q, s, m, ph, ph2, mpi, mh, r, a, b, Xcwi, oldr, mul integer, allocatable :: mlp(:) nc = size(Xcw,1) - dim = size(Xcw,2) + d = size(Xcw,2) mlp = compute_multiplicity(knot) mlp = mlp + t nc_new = sum(mlp) - (mlp(1)-1) - 1 - allocate(Xcw_new(nc_new,dim), source=0.0_rk) + allocate(Xcw_new(nc_new,d), source=0.0_rk) allocate(bezalfs(degree+1,degree+t+1), source=0.0_rk) - allocate(bpts(degree+1,dim), source=0.0_rk) - allocate(ebpts(degree+t+1,dim), source=0.0_rk) - allocate(Nextbpts(degree+1,dim), source=0.0_rk) + allocate(bpts(degree+1,d), source=0.0_rk) + allocate(ebpts(degree+t+1,d), source=0.0_rk) + allocate(Nextbpts(degree+1,d), source=0.0_rk) allocate(alfs(degree), source=0.0_rk) n = nc - 1 m = n + degree + 1 @@ -658,10 +685,10 @@ pure subroutine elevate_degree_A_5_9(t, knot, degree, Xcw, nc_new, knot_new, Xcw bezalfs(1,1) = 1.0_rk bezalfs(degree+1,ph+1) = 1.0_rk do i = 1,ph2 - inv = 1.0_rk/bincoeff(ph,i) + iinv = 1.0_rk/bincoeff(ph,i) mpi = min(degree,i) do j = max(0,i-t),mpi - bezalfs(j+1,i+1) = inv*bincoeff(degree,j)*bincoeff(t,i-j) + bezalfs(j+1,i+1) = iinv*bincoeff(degree,j)*bincoeff(t,i-j) end do end do do i = ph2+1,ph-1 @@ -886,9 +913,9 @@ pure subroutine remove_knots_A_5_8(p,knot,Pw,u,r,s,num,t, knot_new, Pw_new) integer, intent(out) :: t real(rk) :: tol, alfi, alfj real(rk), allocatable :: temp(:,:) - integer :: i, j, ii, jj, remflag, off, first, last, ord, fout, m, k, n, nc, dim, tt + integer :: i, j, ii, jj, remflag, off, first, last, ord, fout, m, k, n, nc, d, tt - dim = size(Pw,2) + d = size(Pw,2) nc = size(Pw,1) n = nc m = n+p+1 @@ -901,9 +928,9 @@ pure subroutine remove_knots_A_5_8(p,knot,Pw,u,r,s,num,t, knot_new, Pw_new) knot_copy = knot ! TODO: - tol = 1.0e-6_rk * minval(Pw(:,dim))/(1.0_rk + maxval(sqrt(sum(Pw**2, 2)))) + tol = 1.0e-6_rk * minval(Pw(:,d))/(1.0_rk + maxval(sqrt(sum(Pw**2, 2)))) - allocate(temp(2*p+1,dim), source=0.0_rk) + allocate(temp(2*p+1,d), source=0.0_rk) t = 0 do tt = 0, num-1 off = first-1 @@ -978,21 +1005,21 @@ pure subroutine remove_knots_A_5_8(p,knot,Pw,u,r,s,num,t, knot_new, Pw_new) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure function unique_integer(vec) result(unique) + pure function unique_integer(vec) result(output) integer, dimension(:), intent(in), contiguous :: vec - integer, dimension(:), allocatable :: unique + integer, dimension(:), allocatable :: output integer :: i, j, k - allocate(unique(0)) + allocate(output(0)) do i = 1, size(vec) k = 0 - do j = 1, size(unique) - if (vec(i) == unique(j)) then + do j = 1, size(output) + if (vec(i) == output(j)) then k = k + 1 exit end if end do if (k == 0) then - unique = [unique, vec(i)] + output = [output, vec(i)] end if end do end function @@ -1002,21 +1029,21 @@ pure function unique_integer(vec) result(unique) !=============================================================================== !> author: Seyed Ali Ghasemi !> license: BSD 3-Clause - pure function unique_real(vec) result(unique) + pure function unique_real(vec) result(output) real(rk), dimension(:), intent(in), contiguous :: vec - real(rk), dimension(:), allocatable :: unique + real(rk), dimension(:), allocatable :: output integer :: i, j, k - allocate(unique(0)) + allocate(output(0)) do i = 1, size(vec) k = 0 - do j = 1, size(unique) - if (vec(i) == unique(j)) then + do j = 1, size(output) + if (vec(i) == output(j)) then k = k + 1 exit end if end do if (k == 0) then - unique = [unique, vec(i)] + output = [output, vec(i)] end if end do end function @@ -1042,4 +1069,335 @@ pure function rotation(alpha, beta, theta) result(R) end function !=============================================================================== + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function det(A) result(detA) + real(rk), intent(in) :: A(:,:) + real(rk) :: detA + + if (size(A,1) == size(A,2)) then + select case(size(A,1)) + case(2) + detA = A(1,1)*A(2,2) - A(1,2)*A(2,1) + case(3) + detA = & + + A(1,1)*( A(2,2)*A(3,3) - A(2,3)*A(3,2) )& + - A(1,2)*( A(2,1)*A(3,3) - A(2,3)*A(3,1) )& + + A(1,3)*( A(2,1)*A(3,2) - A(2,2)*A(3,1) ) + end select + elseif (size(A,1) == 3 .and. size(A,2) == 2) then + detA = & + + A(1,1) * ( A(2,2) * 1.0_rk - A(3,2) * 1.0_rk )& + - A(1,2) * ( A(2,1) * 1.0_rk - A(3,1) * 1.0_rk )& + + 1.0_rk * ( A(2,1) * A(3,2) - A(3,1) * A(2,2) ) + end if + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + recursive pure function inv(A) result(A_inv) + real(rk), intent(in) :: A(:,:) + real(rk), allocatable :: A_inv(:,:) + + if (size(A,1) == size(A,2)) then + select case(size(A,1)) + case(2) + allocate(A_inv(size(A,1),size(A,2))) + A_inv(1,1) = A(2,2) + A_inv(1,2) = -A(1,2) + A_inv(2,1) = -A(2,1) + A_inv(2,2) = A(1,1) + A_inv = A_inv/det(A) + case(3) + allocate(A_inv(size(A,1),size(A,2))) + A_inv(1,1) = A(2,2)*A(3,3) - A(2,3)*A(3,2) + A_inv(1,2) = A(1,3)*A(3,2) - A(1,2)*A(3,3) + A_inv(1,3) = A(1,2)*A(2,3) - A(1,3)*A(2,2) + A_inv(2,1) = A(2,3)*A(3,1) - A(2,1)*A(3,3) + A_inv(2,2) = A(1,1)*A(3,3) - A(1,3)*A(3,1) + A_inv(2,3) = A(1,3)*A(2,1) - A(1,1)*A(2,3) + A_inv(3,1) = A(2,1)*A(3,2) - A(2,2)*A(3,1) + A_inv(3,2) = A(1,2)*A(3,1) - A(1,1)*A(3,2) + A_inv(3,3) = A(1,1)*A(2,2) - A(1,2)*A(2,1) + A_inv = A_inv/det(A) + end select + elseif (size(A,1)>size(A,2)) then + allocate(A_inv(size(A,2),size(A,1))) + A_inv = transpose(A) + A_inv = matmul(inv(matmul(A_inv, A)), A_inv) + elseif (size(A,1) author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure function dyad_t1_t1(a, b) result(c) + real(rk), intent(in), contiguous :: a(:) + real(rk), intent(in), contiguous :: b(:) + real(rk), allocatable :: c(:,:) + integer :: i + + allocate(c(size(a), size(b))) + do concurrent(i = 1:size(c,1)) + c(i, :) = a(i) * b(:) + end do + end function + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine gauss_legendre_1D(interval, degree, Xksi, Wksi) + real(rk), intent(in) :: interval(2) + integer, intent(in) :: degree + real(rk), allocatable, intent(out) :: Xksi(:), Wksi(:) + + allocate(Xksi(degree+1), Wksi(degree+1)) + + call gauss_legendre(Xksi, Wksi, interval) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine gauss_legendre_2D(interval1, interval2, degree, Xksi, Wksi) + real(rk), intent(in) :: interval1(2), interval2(2) + integer, intent(in) :: degree(2) + real(rk), allocatable, intent(out) :: Xksi(:,:), Wksi(:) + real(rk), allocatable :: Xksi1(:), Wksi1(:), Xksi2(:), Wksi2(:) + + allocate(Xksi1(degree(1)+1), Wksi1(degree(1)+1)) + allocate(Xksi2(degree(2)+1), Wksi2(degree(2)+1)) + + call gauss_legendre(Xksi1, Wksi1, interval1) + call gauss_legendre(Xksi2, Wksi2, interval2) + + call ndgrid(Xksi1, Xksi2, Xksi) + Wksi = kron(Wksi1, Wksi2) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine gauss_legendre_3D(interval1, interval2, interval3, degree, Xksi, Wksi) + real(rk), intent(in) :: interval1(2), interval2(2), interval3(2) + integer, intent(in) :: degree(3) + real(rk), allocatable, intent(out) :: Xksi(:,:), Wksi(:) + real(rk), allocatable :: Xksi1(:), Wksi1(:), Xksi2(:), Wksi2(:), Xksi3(:), Wksi3(:) + + allocate(Xksi1(degree(1)+1), Wksi1(degree(1)+1)) + allocate(Xksi2(degree(2)+1), Wksi2(degree(2)+1)) + allocate(Xksi3(degree(3)+1), Wksi3(degree(3)+1)) + + call gauss_legendre(Xksi1, Wksi1, interval1) + call gauss_legendre(Xksi2, Wksi2, interval2) + call gauss_legendre(Xksi3, Wksi3, interval3) + + call ndgrid(Xksi1, Xksi2, Xksi3, Xksi) + Wksi = kron(kron(Wksi3, Wksi2), Wksi1) + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + pure subroutine gauss_legendre(x, w, interval) + real(rk), intent(out) :: x(:), w(:) + real(rk), intent(in) :: interval(2) + real(rk) :: xi, delta, p_next, dp_next, p_prev, p_curr, dp_prev, dp_curr, midpoint, half_length + integer :: i, j, k, n + real(rk), parameter :: pi = acos(-1.0_rk) + real(rk), parameter :: tol = 4.0_rk*epsilon(1.0_rk) + integer, parameter :: maxit = 100 + logical :: converged + + if (interval(1) >= interval(2)) error stop "gauss_legendre: Invalid interval, interval(1) must be less than interval(2)" + n = size(x) + ! Gauss-Legendre points are symmetric, only compute half + do concurrent (i = 1:(n+1)/2) + ! Initial guess (Chebyshev approximation) + xi = -cos(pi * (i-0.25_rk)/(n+0.5_rk)) + ! Newton iteration + j = 0 + converged = .false. + do while (.not. converged .and. j < maxit) + j = j + 1 + ! Compute Legendre polynomial and derivative via recurrence + p_prev = 1.0_rk ! P_0(xi) + p_curr = xi ! P_1(xi) + dp_prev = 0.0_rk ! P_0'(xi) + dp_curr = 1.0_rk ! P_1'(xi) + do k = 2, n + p_next = ((2*k-1)*xi*p_curr-(k-1)*p_prev)/k + dp_next = ((2*k-1)*(xi*dp_curr+p_curr)-(k-1)*dp_prev)/k + p_prev = p_curr + p_curr = p_next + dp_prev = dp_curr + dp_curr = dp_next + end do + ! Newton correction + delta = -p_curr / dp_curr + xi = xi + delta + ! Check for convergence + converged = (abs(delta) <= tol*abs(xi)) + end do + if (.not. converged) error stop "gauss_legendre: Newton iteration did not converge" + ! Store symmetric nodes and weights + x(i) = xi + x(n+1-i) = -xi + w(i) = 2.0_rk/((1.0_rk-xi**2)*dp_curr**2) + w(n+1-i) = w(i) + end do + ! Transform from [-1,1] to [interval(1), interval(2)] + midpoint =0.5_rk*(interval(1)+interval(2)) + half_length =0.5_rk*(interval(2)-interval(1)) + x = midpoint+half_length*x + w = half_length*w + end subroutine + !=============================================================================== + + + !=============================================================================== + !> author: Seyed Ali Ghasemi + !> license: BSD 3-Clause + impure subroutine export_vtk_legacy(filename, points, elemConn, vtkCellType, encoding) + character(len=*), intent(in) :: filename + real(rk), intent(in) :: points(:,:) + integer, intent(in) :: elemConn(:,:) + integer, intent(in) :: vtkCellType + character(len=*), intent(in), optional :: encoding + + integer :: i, ne, np, nn, n, nunit + character(len=6) :: encoding_ + integer, parameter :: dp = kind(1.0d0) + + ne = size(elemConn, 1) + nn = size(elemConn, 2) + np = size(points, 1) + n = ne*(nn+1) + + if (present(encoding)) then + select case (trim(encoding)) + case ('ascii') + encoding_ = 'ASCII' + case ('binary') + encoding_ = 'BINARY' + case default + error stop 'Invalid encoding type. Use "ASCII" or "BINARY".' + end select + else + encoding_ = 'BINARY' + end if + + + if (trim(encoding_) == 'ASCII') then + open(newunit=nunit, file=filename, action='write') + write(nunit,'(a)') '# vtk DataFile Version 2.0' + write(nunit,'(a)') 'Generated by ForCAD' + write(nunit,'(a)') 'ASCII' + write(nunit,'(a)') 'DATASET UNSTRUCTURED_GRID' + + write(nunit,'(a,1x,g0,1x,a)') 'POINTS', np, 'double' + if (size(points,2) == 2) then + write(nunit,'(g0,1x,g0,1x,g0)') (points(i,1), points(i,2), 0.0_rk , i = 1, np) + elseif (size(points,2) == 3) then + write(nunit,'(g0,1x,g0,1x,g0)') (points(i,1), points(i,2), points(i,3) , i = 1, np) + else + error stop 'Invalid dimension for points.' + end if + + write(nunit,'(a,1x,g0,1x,g0)') 'CELLS', ne, n + select case (nn) + case (2) + write(nunit,'(g0,1x,g0,1x,g0)')& + (2, elemConn(i,1)-1,elemConn(i,2)-1, i = 1, ne) + case (4) + write(nunit,'(g0,1x,g0,1x,g0,1x,g0)')& + (4, elemConn(i,1)-1,elemConn(i,2)-1,elemConn(i,4)-1,elemConn(i,3)-1, i = 1, ne) + case (8) + write(nunit,'(g0,1x,g0,1x,g0,1x,g0,1x,g0,1x,g0,1x,g0,1x,g0,1x,g0)')& + (8, elemConn(i,1)-1,elemConn(i,2)-1,elemConn(i,4)-1,elemConn(i,3)-1,& + elemConn(i,5)-1,elemConn(i,6)-1,elemConn(i,8)-1,elemConn(i,7)-1, i = 1, ne) + case default + error stop 'Invalid number of nodes per element.' + end select + + write(nunit,'(a,1x,g0)') 'CELL_TYPES', ne + write(nunit,'(g0)') (vtkCellType , i = 1, ne) + close(nunit) + end if + + + if (trim(encoding_) == 'BINARY') then + open(newunit=nunit, file=filename, form='formatted', action='write') + write(nunit,'(a)') '# vtk DataFile Version 2.0' + write(nunit,'(a)') 'Generated by ForCAD' + write(nunit,'(a)') 'BINARY' + write(nunit,'(a)') 'DATASET UNSTRUCTURED_GRID' + close(nunit) + + open(newunit=nunit, file=filename, form='formatted', action='write', position='append') + write(nunit,'(a,1x,g0,1x,a)') 'POINTS', np, 'double' + close(nunit) + open(newunit=nunit, file=filename, position='append', access="stream", form="unformatted",& + action="write", convert="big_endian", status="unknown") + if (size(points,2) == 2) then + write(nunit) (real(points(i,1),dp), real(points(i,2),dp), real(0.0_rk,dp) , i = 1, np) + elseif (size(points,2) == 3) then + write(nunit) (real(points(i,1),dp), real(points(i,2),dp), real(points(i,3),dp) , i = 1, np) + else + error stop 'Invalid dimension for points.' + end if + close(nunit) + + open(newunit=nunit, file=filename, form='formatted', action='write', position='append') + write(nunit,'(a,1x,g0,1x,g0)') 'CELLS', ne, n + close(nunit) + open(newunit=nunit, file=filename, position='append', access="stream", form="unformatted",& + action="write", convert="big_endian", status="unknown") + select case (nn) + case (2) + write(nunit)& + (2, elemConn(i,1)-1,elemConn(i,2)-1, i = 1, ne) + case (4) + write(nunit)& + (4, elemConn(i,1)-1,elemConn(i,2)-1,elemConn(i,4)-1,elemConn(i,3)-1, i = 1, ne) + case (8) + write(nunit)& + (8, elemConn(i,1)-1,elemConn(i,2)-1,elemConn(i,4)-1,elemConn(i,3)-1,& + elemConn(i,5)-1,elemConn(i,6)-1,elemConn(i,8)-1,elemConn(i,7)-1, i = 1, ne) + case default + error stop 'Invalid number of nodes per element.' + end select + close(nunit) + + open(newunit=nunit, file=filename, form='formatted', action='write', position='append') + write(nunit,'(a,1x,g0)') 'CELL_TYPES', ne + close(nunit) + open(newunit=nunit, file=filename, position='append', access="stream", form="unformatted",& + action="write", convert="big_endian", status="unknown") + write(nunit) (vtkCellType, i=1, ne) + close(nunit) + end if + end subroutine + !=============================================================================== + end module forcad_utils diff --git a/test/fdm_curve.f90 b/test/fdm_curve.f90 new file mode 100644 index 000000000..a5276794a --- /dev/null +++ b/test/fdm_curve.f90 @@ -0,0 +1,118 @@ +program fdm_test_curve + + use forcad, only: rk, nurbs_curve + + implicit none + + type(nurbs_curve) :: curve !! Declare a NURBS curve object + real(rk), allocatable :: Xc(:,:), Wc(:) !! Arrays for control points and weights + real(rk) :: knot(6) !! Array for knot vector + real(rk) :: Xtp, tol, Xt, Xtm + real(rk), allocatable :: Tgc(:), dTgc(:), Tgcp(:), dTgcp(:), Tgcm(:), dTgcm(:), d2Tgc(:), d2Tgcp(:), d2Tgcm(:) + + !----------------------------------------------------------------------------- + ! Setting up the NURBS curve + !----------------------------------------------------------------------------- + + !> Define control points for the NURBS curve + allocate(Xc(3, 3)) + Xc(1,:) = [0.0_rk, 0.0_rk, 0.0_rk] + Xc(2,:) = [0.0_rk, 5.0_rk, 0.0_rk] + Xc(3,:) = [5.0_rk, 5.0_rk, 0.0_rk] + + !> Define weights for the control points (optional) + allocate(Wc(3)) + Wc = [1.0_rk, 1.1_rk, 1.0_rk] + + !> Define knot vector + knot = [0.0_rk, 0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk, 1.0_rk] + + !> Set knot vector, control points, and weights for the NURBS curve object. + !> Wc is optional + call curve%set(knot, Xc, Wc) + + !----------------------------------------------------------------------------- + ! Creating the NURBS curve + !----------------------------------------------------------------------------- + + !> Generate the NURBS curve with a resolution of 20 + call curve%create(res = 20) + + !----------------------------------------------------------------------------- + ! Finite Difference Derivative Test + !----------------------------------------------------------------------------- + + tol = 1.0e-6_rk + Xt = 0.5_rk + call curve%derivative2(Xt=Xt, d2Tgc=d2Tgc, dTgc=dTgc, Tgc=Tgc) + Xtm = Xt - tol + call curve%derivative2(Xt=Xtm, d2Tgc=d2Tgcm, dTgc=dTgcm, Tgc=Tgcm) + Xtp = Xt + tol + call curve%derivative2(Xt=Xtp, d2Tgc=d2Tgcp, dTgc=dTgcp, Tgc=Tgcp) + print *, 'Tolerance:', tol + print *, 'Error BFD dTgc: ', norm2((Tgc - Tgcm)/tol - dTgc) + print *, 'Error CFD dTgc: ', norm2((Tgcp - Tgcm)/(2.0_rk*tol) - dTgc) + print *, 'Error FFD dTgc: ', norm2((Tgcp - Tgc )/tol - dTgc) + print *, 'Error BFD d2Tgc: ', norm2((dTgc - dTgcm)/tol - d2Tgc) + print *, 'Error CFD d2Tgc: ', norm2((dTgcp - dTgcm)/(2.0_rk*tol) - d2Tgc) + print *, 'Error FFD d2Tgc: ', norm2((dTgcp - dTgc )/tol - d2Tgc) + + !> Finalize the NURBS curve object + call curve%finalize() + deallocate(Xc, Wc) + + + + + + + + + + !----------------------------------------------------------------------------- + ! Setting up the NURBS curve + !----------------------------------------------------------------------------- + + !> Define control points for the NURBS curve + allocate(Xc(3, 3)) + Xc(1,:) = [0.0_rk, 0.0_rk, 0.0_rk] + Xc(2,:) = [0.0_rk, 5.0_rk, 0.0_rk] + Xc(3,:) = [5.0_rk, 5.0_rk, 0.0_rk] + + !> Define knot vector + knot = [0.0_rk, 0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk, 1.0_rk] + + !> Set knot vector, control points for the NURBS curve object. + !> Wc is optional + call curve%set(knot, Xc) + + !----------------------------------------------------------------------------- + ! Creating the NURBS curve + !----------------------------------------------------------------------------- + + !> Generate the NURBS curve with a resolution of 20 + call curve%create(res = 20) + + !----------------------------------------------------------------------------- + ! Finite Difference Derivative Test + !----------------------------------------------------------------------------- + + tol = 1.0e-6_rk + Xt = 0.5_rk + call curve%derivative2(Xt=Xt, d2Tgc=d2Tgc, dTgc=dTgc, Tgc=Tgc) + Xtm = Xt - tol + call curve%derivative2(Xt=Xtm, d2Tgc=d2Tgcm, dTgc=dTgcm, Tgc=Tgcm) + Xtp = Xt + tol + call curve%derivative2(Xt=Xtp, d2Tgc=d2Tgcp, dTgc=dTgcp, Tgc=Tgcp) + print *, 'Tolerance:', tol + print *, 'Error BFD dTgc: ', norm2((Tgc - Tgcm)/tol - dTgc) + print *, 'Error CFD dTgc: ', norm2((Tgcp - Tgcm)/(2.0_rk*tol) - dTgc) + print *, 'Error FFD dTgc: ', norm2((Tgcp - Tgc )/tol - dTgc) + print *, 'Error BFD d2Tgc: ', norm2((dTgc - dTgcm)/tol - d2Tgc) + print *, 'Error CFD d2Tgc: ', norm2((dTgcp - dTgcm)/(2.0_rk*tol) - d2Tgc) + print *, 'Error FFD d2Tgc: ', norm2((dTgcp - dTgc )/tol - d2Tgc) + + !> Finalize the NURBS curve object + call curve%finalize() + deallocate(Xc) +end program diff --git a/test/fdm_surface.f90 b/test/fdm_surface.f90 new file mode 100644 index 000000000..380413588 --- /dev/null +++ b/test/fdm_surface.f90 @@ -0,0 +1,144 @@ +program fdm_test_surface + + use forcad, only: rk, nurbs_surface + + implicit none + + type(nurbs_surface) :: surface !! Declare a NURBS surface object + real(rk), allocatable :: Wc(:) !! Declare the control points weights + real(rk) :: Xtp(2), tol, Xt(2), Xtm(2) + real(rk), allocatable :: Tgc(:), dTgc(:,:), Tgcp(:), dTgcp(:,:), Tgcm(:), dTgcm(:,:), d2Tgc(:,:), d2Tgcp(:,:), d2Tgcm(:,:) + real(rk), allocatable :: CFD(:,:), BFD(:,:), FFD(:,:), CFD2(:,:), BFD2(:,:), FFD2(:,:) + integer :: i + + !----------------------------------------------------------------------------- + ! Setting up the NURBS surface + !----------------------------------------------------------------------------- + Wc = [1.0_rk, 0.5_rk, 1.0_rk, 0.2_rk, 1.0_rk, 0.5_rk, 1.0_rk,& + 0.2_rk, 1.0_rk, 0.5_rk, 1.0_rk, 0.2_rk, 1.0_rk, 0.5_rk, 1.0_rk, 0.2_rk] + call surface%set_tetragon(L=[5.0_rk, 8.0_rk], nc=[4,4], Wc=Wc) + + !----------------------------------------------------------------------------- + ! Creating the NURBS surface + !----------------------------------------------------------------------------- + + !> Generate the NURBS surface with a resolution of 20 + call surface%create(20, 20) + + !----------------------------------------------------------------------------- + ! Finite Difference Derivative Test + !----------------------------------------------------------------------------- + + allocate(CFD(16,2), BFD(16,2), FFD(16,2)) + allocate(CFD2(2*16,2), BFD2(2*16,2), FFD2(2*16,2)) + + tol = 1.0e-6_rk + + Xt(1) = 0.5_rk + Xt(2) = 0.3_rk + call surface%derivative2(Xt=Xt, d2Tgc=d2Tgc, dTgc=dTgc, Tgc=Tgc) + + do i = 1, 2 + Xtm = Xt + Xtm(i) = Xt(i) - tol + call surface%derivative2(Xt=Xtm, d2Tgc=d2Tgcm, dTgc=dTgcm, Tgc=Tgcm) + + Xtp = Xt + Xtp(i) = Xt(i) + tol + call surface%derivative2(Xt=Xtp, d2Tgc=d2Tgcp, dTgc=dTgcp, Tgc=Tgcp) + + BFD(:,i) = (Tgc - Tgcm)/tol + CFD(:,i) = (Tgcp - Tgcm)/(2.0_rk*tol) + FFD(:,i) = (Tgcp - Tgc )/tol + + BFD2(:,i) = reshape((dTgc - dTgcm)/tol, shape=[2*16]) + CFD2(:,i) = reshape((dTgcp - dTgcm)/(2.0_rk*tol), shape=[2*16]) + FFD2(:,i) = reshape((dTgcp - dTgc )/tol, shape=[2*16]) + end do + + print *, 'Tolerance:', tol + print *, 'Error BFD dTgc: ', norm2(BFD - dTgc) + print *, 'Error CFD dTgc: ', norm2(CFD - dTgc) + print *, 'Error FFD dTgc: ', norm2(FFD - dTgc) + print *, 'Error BFD d2Tgc: ', norm2(BFD2 - d2Tgc) + print *, 'Error CFD d2Tgc: ', norm2(CFD2 - d2Tgc) + print *, 'Error FFD d2Tgc: ', norm2(FFD2 - d2Tgc) + + !> Finalize the NURBS surface object + call surface%finalize() + deallocate(CFD, BFD, FFD, CFD2, BFD2, FFD2) + + + + + + + + + + + + + + + + + + + + !----------------------------------------------------------------------------- + ! Setting up the NURBS surface + !----------------------------------------------------------------------------- + call surface%set_tetragon(L=[5.0_rk, 8.0_rk], nc=[4,4]) + + !----------------------------------------------------------------------------- + ! Creating the NURBS surface + !----------------------------------------------------------------------------- + + !> Generate the NURBS surface with a resolution of 20 + call surface%create(20, 20) + + !----------------------------------------------------------------------------- + ! Finite Difference Derivative Test + !----------------------------------------------------------------------------- + + allocate(CFD(16,2), BFD(16,2), FFD(16,2)) + allocate(CFD2(2*16,2), BFD2(2*16,2), FFD2(2*16,2)) + + tol = 1.0e-6_rk + + Xt(1) = 0.5_rk + Xt(2) = 0.3_rk + call surface%derivative2(Xt=Xt, d2Tgc=d2Tgc, dTgc=dTgc, Tgc=Tgc) + + do i = 1, 2 + Xtm = Xt + Xtm(i) = Xt(i) - tol + call surface%derivative2(Xt=Xtm, d2Tgc=d2Tgcm, dTgc=dTgcm, Tgc=Tgcm) + + Xtp = Xt + Xtp(i) = Xt(i) + tol + call surface%derivative2(Xt=Xtp, d2Tgc=d2Tgcp, dTgc=dTgcp, Tgc=Tgcp) + + BFD(:,i) = (Tgc - Tgcm)/tol + CFD(:,i) = (Tgcp - Tgcm)/(2.0_rk*tol) + FFD(:,i) = (Tgcp - Tgc )/tol + + BFD2(:,i) = reshape((dTgc - dTgcm)/tol, shape=[2*16]) + CFD2(:,i) = reshape((dTgcp - dTgcm)/(2.0_rk*tol), shape=[2*16]) + FFD2(:,i) = reshape((dTgcp - dTgc )/tol, shape=[2*16]) + end do + + print *, 'Tolerance:', tol + print *, 'Error BFD dTgc: ', norm2(BFD - dTgc) + print *, 'Error CFD dTgc: ', norm2(CFD - dTgc) + print *, 'Error FFD dTgc: ', norm2(FFD - dTgc) + print *, 'Error BFD d2Tgc: ', norm2(BFD2 - d2Tgc) + print *, 'Error CFD d2Tgc: ', norm2(CFD2 - d2Tgc) + print *, 'Error FFD d2Tgc: ', norm2(FFD2 - d2Tgc) + + !> Finalize the NURBS surface object + call surface%finalize() + deallocate(CFD, BFD, FFD, CFD2, BFD2, FFD2) + +end program diff --git a/test/fdm_volume.f90 b/test/fdm_volume.f90 new file mode 100644 index 000000000..ff0f3efcf --- /dev/null +++ b/test/fdm_volume.f90 @@ -0,0 +1,145 @@ +program fdm_test_volume + + use forcad, only: rk, nurbs_volume + + implicit none + + type(nurbs_volume) :: volume !! Declare a NURBS volume object + real(rk), allocatable :: Wc(:) !! Weights for the control points + real(rk) :: Xt(3), tol, Xtm(3), Xtp(3) + real(rk), allocatable :: Tgc(:), dTgc(:,:), Tgcp(:), dTgcp(:,:), Tgcm(:), dTgcm(:,:), d2Tgc(:,:), d2Tgcp(:,:), d2Tgcm(:,:) + real(rk), allocatable :: CFD(:,:), BFD(:,:), FFD(:,:), CFD2(:,:), BFD2(:,:), FFD2(:,:) + integer :: i + + !----------------------------------------------------------------------------- + ! Setting up the NURBS volume + !----------------------------------------------------------------------------- + allocate(Wc(64)) + Wc = 1.0_rk + Wc(10) = 0.5_rk + call volume%set_hexahedron(L=[2.0_rk, 4.0_rk, 8.0_rk], nc=[4,4,4], Wc=Wc) + + !----------------------------------------------------------------------------- + ! Creating the NURBS volume + !----------------------------------------------------------------------------- + + !> Generate the NURBS volume with a resolution of 20 + call volume%create(20, 20, 20) + + !----------------------------------------------------------------------------- + ! Finite Difference Derivative Test + !----------------------------------------------------------------------------- + + allocate(CFD(64,3), BFD(64,3), FFD(64,3)) + allocate(CFD2(3*64,3), BFD2(3*64,3), FFD2(3*64,3)) + + tol = 1.0e-6_rk + + Xt(1) = 0.5_rk + Xt(2) = 0.3_rk + Xt(3) = 0.7_rk + call volume%derivative2(Xt=Xt, d2Tgc=d2Tgc, dTgc=dTgc, Tgc=Tgc) + do i = 1, 3 + Xtm = Xt + Xtm(i) = Xt(i) - tol + call volume%derivative2(Xt=Xtm, d2Tgc=d2Tgcm, dTgc=dTgcm, Tgc=Tgcm) + + Xtp = Xt + Xtp(i) = Xt(i) + tol + call volume%derivative2(Xt=Xtp, d2Tgc=d2Tgcp, dTgc=dTgcp, Tgc=Tgcp) + + BFD(:,i) = (Tgc - Tgcm)/tol + CFD(:,i) = (Tgcp - Tgcm)/(2.0_rk*tol) + FFD(:,i) = (Tgcp - Tgc )/tol + + BFD2(:,i) = reshape((dTgc - dTgcm)/tol, shape=[3*64]) + CFD2(:,i) = reshape((dTgcp - dTgcm)/(2.0_rk*tol), shape=[3*64]) + FFD2(:,i) = reshape((dTgcp - dTgc )/tol, shape=[3*64]) + end do + + print *, 'Tolerance:', tol + print *, 'Error BFD dTgc: ', norm2(BFD - dTgc) + print *, 'Error CFD dTgc: ', norm2(CFD - dTgc) + print *, 'Error FFD dTgc: ', norm2(FFD - dTgc) + print *, 'Error BFD d2Tgc: ', norm2(BFD2 - d2Tgc) + print *, 'Error CFD d2Tgc: ', norm2(CFD2 - d2Tgc) + print *, 'Error FFD d2Tgc: ', norm2(FFD2 - d2Tgc) + + !> Finalize the NURBS volume object + call volume%finalize() + deallocate(CFD, BFD, FFD, CFD2, BFD2, FFD2) + deallocate(Wc) + + + + + + + + + + + + + + + + + + + !----------------------------------------------------------------------------- + ! Setting up the NURBS volume + !----------------------------------------------------------------------------- + call volume%set_hexahedron(L=[2.0_rk, 4.0_rk, 8.0_rk], nc=[4,4,4]) + + !----------------------------------------------------------------------------- + ! Creating the NURBS volume + !----------------------------------------------------------------------------- + + !> Generate the NURBS volume with a resolution of 20 + call volume%create(20, 20, 20) + + !----------------------------------------------------------------------------- + ! Finite Difference Derivative Test + !----------------------------------------------------------------------------- + + allocate(CFD(64,3), BFD(64,3), FFD(64,3)) + allocate(CFD2(3*64,3), BFD2(3*64,3), FFD2(3*64,3)) + + tol = 1.0e-6_rk + + Xt(1) = 0.5_rk + Xt(2) = 0.3_rk + Xt(3) = 0.7_rk + call volume%derivative2(Xt=Xt, d2Tgc=d2Tgc, dTgc=dTgc, Tgc=Tgc) + do i = 1, 3 + Xtm = Xt + Xtm(i) = Xt(i) - tol + call volume%derivative2(Xt=Xtm, d2Tgc=d2Tgcm, dTgc=dTgcm, Tgc=Tgcm) + + Xtp = Xt + Xtp(i) = Xt(i) + tol + call volume%derivative2(Xt=Xtp, d2Tgc=d2Tgcp, dTgc=dTgcp, Tgc=Tgcp) + + BFD(:,i) = (Tgc - Tgcm)/tol + CFD(:,i) = (Tgcp - Tgcm)/(2.0_rk*tol) + FFD(:,i) = (Tgcp - Tgc )/tol + + BFD2(:,i) = reshape((dTgc - dTgcm)/tol, shape=[3*64]) + CFD2(:,i) = reshape((dTgcp - dTgcm)/(2.0_rk*tol), shape=[3*64]) + FFD2(:,i) = reshape((dTgcp - dTgc )/tol, shape=[3*64]) + end do + + print *, 'Tolerance:', tol + print *, 'Error BFD dTgc: ', norm2(BFD - dTgc) + print *, 'Error CFD dTgc: ', norm2(CFD - dTgc) + print *, 'Error FFD dTgc: ', norm2(FFD - dTgc) + print *, 'Error BFD d2Tgc: ', norm2(BFD2 - d2Tgc) + print *, 'Error CFD d2Tgc: ', norm2(CFD2 - d2Tgc) + print *, 'Error FFD d2Tgc: ', norm2(FFD2 - d2Tgc) + + !> Finalize the NURBS volume object + call volume%finalize() + deallocate(CFD, BFD, FFD, CFD2, BFD2, FFD2) + +end program diff --git a/test/test_curve.f90 b/test/test_curve.f90 deleted file mode 100644 index 973bc189c..000000000 --- a/test/test_curve.f90 +++ /dev/null @@ -1,60 +0,0 @@ -program test_curve - - use forcad, only: rk, nurbs_curve - - implicit none - type(nurbs_curve) :: nurbs, bsp - real(rk), allocatable :: Xc(:,:), Wc(:) - real(rk), allocatable :: Xg(:,:), Xgb(:,:) - real(rk) :: knot(6) - - allocate(Xc(3, 3)) - Xc(1,:) = [0.0_rk, 0.0_rk, 0.0_rk] - Xc(2,:) = [0.0_rk, 5.0_rk, 0.0_rk] - Xc(3,:) = [5.0_rk, 5.0_rk, 0.0_rk] - - allocate(Wc(3)) - Wc = [1.0_rk, 2.0_rk, 0.3_rk] - - knot = [0.0_rk, 0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk, 1.0_rk] - - call nurbs%set(knot, Xc, Wc) - call bsp%set(knot, Xc) - - call nurbs%create(res = 20) - call bsp%create(res = 20) - - Xg = nurbs%get_Xg() - Xgb = bsp%get_Xg() - - call nurbs%insert_knots([0.25_rk, 0.75_rk], [2,1]) - call bsp%insert_knots([0.25_rk, 0.75_rk], [2,1]) - - call nurbs%create() - call bsp%create() - - print*,'test 01: ', norm2(Xg - nurbs%get_Xg()) - print*,'test 02: ', norm2(Xgb - bsp%get_Xg()) - - call nurbs%elevate_degree(2) - call bsp%elevate_degree(2) - - call nurbs%create() - call bsp%create() - - print*,'test 03: ', norm2(Xg - nurbs%get_Xg()) - print*,'test 04: ', norm2(Xgb - bsp%get_Xg()) - - call nurbs%remove_knots([0.25_rk, 0.75_rk], [2,1]) - call bsp%remove_knots([0.25_rk, 0.75_rk], [2,1]) - - call nurbs%create() - call bsp%create() - - print*,'test 05: ', norm2(Xg - nurbs%get_Xg()) - print*,'test 06: ', norm2(Xgb - bsp%get_Xg()) - - call nurbs%finalize() - call bsp%finalize() - -end program diff --git a/test/test_nurbs_curve.f90 b/test/test_nurbs_curve.f90 new file mode 100644 index 000000000..3ec2cc690 --- /dev/null +++ b/test/test_nurbs_curve.f90 @@ -0,0 +1,411 @@ +program test_nurbs_curve + + use forcad, only: rk, nurbs_curve + use forunittest, only: unit_test + + implicit none + type(nurbs_curve) :: nurbs, bsp + real(rk), allocatable :: Xc(:,:), Wc(:) + real(rk), allocatable :: Xg(:,:), Xgb(:,:) + real(rk) :: knot(6) + integer, allocatable :: elemConn(:,:) + real(rk), allocatable :: Tgc(:,:), dTgc(:,:), Tgcb(:,:), dTgcb(:,:), d2Tgc(:,:), d2Tgcb(:,:) + real(rk), allocatable :: Tgc1(:), dTgc1(:), Tgc1b(:), dTgc1b(:), d2Tgc1(:), d2Tgc1b(:) + integer :: i, id + real(rk), allocatable :: nearest_Xg(:) + real(rk) :: nearest_Xt, length, lengthb + type(unit_test) :: ut + + allocate(Xc(3, 3)) + Xc(1,:) = [0.0_rk, 0.0_rk, 0.0_rk] + Xc(2,:) = [1.0_rk, 0.0_rk, 0.0_rk] + Xc(3,:) = [2.0_rk, 0.0_rk, 0.0_rk] + + allocate(Wc(3)) + Wc = [1.0_rk, 0.9_rk, 0.8_rk] + + knot = [0.0_rk, 0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk, 1.0_rk] + + call nurbs%set(knot, Xc, Wc) + call bsp%set(knot, Xc) + + call nurbs%set(degree=nurbs%get_degree(), nc=nurbs%get_nc(), Xc=nurbs%get_Xc(), Wc=nurbs%get_Wc()) + call bsp%set(degree=nurbs%get_degree(), nc=nurbs%get_nc(), Xc=nurbs%get_Xc()) + + call nurbs%create(res = 23) + call bsp%create(res = 23) + + call nurbs%export_Xc("vtk/test_nurbs_curve_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_curve_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_curve_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_curve_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_curve_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_curve_Xth.vtk") + + call nurbs%export_iges('iges/test_nurbs_curve.iges') + call bsp%export_iges('iges/test_bsp_curve.iges') + + call nurbs%cmp_length(length) + call bsp%cmp_length(lengthb) + + call ut%check(res=length, expected=2.0_rk, tol=1e-5_rk, msg="test_nurbs_curve: 01") + call ut%check(res=lengthb, expected=2.0_rk, tol=1e-5_rk, msg="test_nurbs_curve: 02") + + call nurbs%nearest_point([0.0_rk, 0.0_rk, 0.5_rk], nearest_Xg, nearest_Xt, id) + call ut%check(res=nearest_Xg, expected=[0.0_rk, 0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_curve: 03") + call ut%check(res=nearest_Xt, expected=0.0_rk, tol=1e-5_rk, msg="test_nurbs_curve: 04") + call ut%check(res=id, expected=1, msg="test_nurbs_curve: 05") + + call bsp%nearest_point([0.0_rk, 0.0_rk, 0.5_rk], nearest_Xg, nearest_Xt, id) + call ut%check(res=nearest_Xg, expected=[0.0_rk, 0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_curve: 06") + call ut%check(res=nearest_Xt, expected=0.0_rk, tol=1e-5_rk, msg="test_nurbs_curve: 07") + call ut%check(res=id, expected=1, msg="test_nurbs_curve: 08") + + call nurbs%nearest_point2([0.0_rk, 0.0_rk, 0.5_rk], 1e-10_rk, 10, nearest_Xt, nearest_Xg) + call ut%check(res=nearest_Xg, expected=[0.0_rk, 0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_curve: 09") + call ut%check(res=nearest_Xt, expected=0.0_rk, tol=1e-5_rk, msg="test_nurbs_curve: 10") + + call bsp%nearest_point2([0.0_rk, 0.0_rk, 0.5_rk], 1e-10_rk, 10, nearest_Xt, nearest_Xg) + call ut%check(res=nearest_Xg, expected=[0.0_rk, 0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_curve: 11") + call ut%check(res=nearest_Xt, expected=0.0_rk, tol=1e-5_rk, msg="test_nurbs_curve: 12") + + Xg = nurbs%get_Xg() + Xgb = bsp%get_Xg() + + call nurbs%set([0.0_rk, 1.0_rk], 2, [-1, -1], Xc, Wc) + call bsp%set([0.0_rk, 1.0_rk], 2, [-1, -1], Xc) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_curve: 13") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_curve: 14") + + call nurbs%set(Xc, Wc) + call bsp%set(Xc) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_curve: 15") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_curve: 16") + + call nurbs%create(Xt = nurbs%get_Xt()) + call bsp%create(Xt = bsp%get_Xt()) + + call nurbs%export_Xc("vtk/test_nurbs_curve_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_curve_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_curve_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_curve_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_curve_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_curve_Xth.vtk") + + call nurbs%export_iges('iges/test_nurbs_curve.iges') + call bsp%export_iges('iges/test_bsp_curve.iges') + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_curve: 17") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_curve: 18") + + call ut%check(res=nurbs%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_curve: 19") + call ut%check(res=bsp%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_curve: 20") + + call ut%check(res=nurbs%get_Xc(1), expected=Xc(1,:), tol=1e-5_rk, msg="test_nurbs_curve: 21") + call ut%check(res=bsp%get_Xc(1), expected=Xc(1,:), tol=1e-5_rk, msg="test_nurbs_curve: 22") + + call ut%check(res=nurbs%get_Xc(1,1), expected=Xc(1,1), tol=1e-5_rk, msg="test_nurbs_curve: 23") + call ut%check(res=bsp%get_Xc(1,1), expected=Xc(1,1), tol=1e-5_rk, msg="test_nurbs_curve: 24") + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_curve: 25") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_curve: 26") + + call ut%check(res=nurbs%get_Xg(1), expected=Xg(1,:), tol=1e-5_rk, msg="test_nurbs_curve: 27") + call ut%check(res=bsp%get_Xg(1), expected=Xgb(1,:), tol=1e-5_rk, msg="test_nurbs_curve: 28") + + call ut%check(res=nurbs%get_Xg(1,1), expected=Xg(1,1), tol=1e-5_rk, msg="test_nurbs_curve: 29") + call ut%check(res=bsp%get_Xg(1,1), expected=Xgb(1,1), tol=1e-5_rk, msg="test_nurbs_curve: 30") + + call ut%check(res=nurbs%get_Wc(), expected=Wc, tol=1e-5_rk, msg="test_nurbs_curve: 31") + + call ut%check(res=nurbs%get_Wc(1), expected=Wc(1), tol=1e-5_rk, msg="test_nurbs_curve: 32") + + call ut%check(res=nurbs%get_knot(), expected=knot, tol=1e-5_rk, msg="test_nurbs_curve: 33") + call ut%check(res=bsp%get_knot(), expected=knot, tol=1e-5_rk, msg="test_nurbs_curve: 34") + + call ut%check(res=nurbs%get_knot(1), expected=knot(1), tol=1e-5_rk, msg="test_nurbs_curve: 35") + call ut%check(res=bsp%get_knot(1), expected=knot(1), tol=1e-5_rk, msg="test_nurbs_curve: 36") + + call ut%check(res=nurbs%get_ng(), expected=size(Xg,1), msg="test_nurbs_curve: 37") + call ut%check(res=bsp%get_ng(), expected=size(Xgb,1), msg="test_nurbs_curve: 38") + + call ut%check(res=nurbs%get_degree(), expected=2, msg="test_nurbs_curve: 39") + call ut%check(res=bsp%get_degree(), expected=2, msg="test_nurbs_curve: 40") + + call ut%check(res=nurbs%get_multiplicity(), expected=[3,3], msg="test_nurbs_curve: 41") + call ut%check(res=bsp%get_multiplicity(), expected=[3,3], msg="test_nurbs_curve: 42") + + call ut%check(res=nurbs%get_continuity(), expected=[-1,-1], msg="test_nurbs_curve: 43") + call ut%check(res=bsp%get_continuity(), expected=[-1,-1], msg="test_nurbs_curve: 44") + + call ut%check(res=nurbs%get_nc(), expected=size(Xc,1), msg="test_nurbs_curve: 45") + call ut%check(res=bsp%get_nc(), expected=size(Xc,1), msg="test_nurbs_curve: 46") + + call nurbs%cmp_nc() + call bsp%cmp_nc() + + call ut%check(res=nurbs%get_nc(), expected=size(Xc,1), msg="test_nurbs_curve: 47") + call ut%check(res=bsp%get_nc(), expected=size(Xc,1), msg="test_nurbs_curve: 48") + + elemConn = nurbs%cmp_elem_Xc_vis(2) + call nurbs%set_elem_Xc_vis(elemConn) + call ut%check(res=nurbs%get_elem_Xc_vis(), expected=elemConn, msg="test_nurbs_curve: 49") + deallocate(elemConn) + elemConn = nurbs%cmp_elem_Xc_vis() + call nurbs%set_elem_Xc_vis(elemConn) + call ut%check(res=nurbs%get_elem_Xc_vis(), expected=elemConn, msg="test_nurbs_curve: 50") + deallocate(elemConn) + elemConn = bsp%cmp_elem_Xc_vis(2) + call bsp%set_elem_Xc_vis(elemConn) + call ut%check(res=bsp%get_elem_Xc_vis(), expected=elemConn, msg="test_nurbs_curve: 51") + deallocate(elemConn) + elemConn = bsp%cmp_elem_Xc_vis() + call bsp%set_elem_Xc_vis(elemConn) + call ut%check(res=bsp%get_elem_Xc_vis(), expected=elemConn, msg="test_nurbs_curve: 52") + deallocate(elemConn) + + elemConn = nurbs%cmp_elem_Xg_vis(2) + call nurbs%set_elem_Xg_vis(elemConn) + call ut%check(res=nurbs%get_elem_Xg_vis(), expected=elemConn, msg="test_nurbs_curve: 53") + deallocate(elemConn) + elemConn = nurbs%cmp_elem_Xg_vis() + call nurbs%set_elem_Xg_vis(elemConn) + call ut%check(res=nurbs%get_elem_Xg_vis(), expected=elemConn, msg="test_nurbs_curve: 54") + deallocate(elemConn) + elemConn = bsp%cmp_elem_Xg_vis(2) + call bsp%set_elem_Xg_vis(elemConn) + call ut%check(res=bsp%get_elem_Xg_vis(), expected=elemConn, msg="test_nurbs_curve: 55") + deallocate(elemConn) + elemConn = bsp%cmp_elem_Xg_vis() + call bsp%set_elem_Xg_vis(elemConn) + call ut%check(res=bsp%get_elem_Xg_vis(), expected=elemConn, msg="test_nurbs_curve: 56") + deallocate(elemConn) + + elemConn = nurbs%cmp_elem() + call nurbs%set_elem(elemConn) + call ut%check(res=nurbs%get_elem(), expected=elemConn, msg="test_nurbs_curve: 57") + deallocate(elemConn) + elemConn = bsp%cmp_elem() + call bsp%set_elem(elemConn) + call ut%check(res=bsp%get_elem(), expected=elemConn, msg="test_nurbs_curve: 58") + deallocate(elemConn) + + call nurbs%modify_Xc(Xc(1,1), 1,1) + call bsp%modify_Xc(Xc(1,1), 1,1) + + call nurbs%modify_Wc(Wc(1),1) + + call nurbs%create() + call bsp%create() + + call nurbs%export_Xc("vtk/test_nurbs_curve_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_curve_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_curve_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_curve_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_curve_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_curve_Xth.vtk") + + call nurbs%export_iges('iges/test_nurbs_curve.iges') + call bsp%export_iges('iges/test_bsp_curve.iges') + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_curve: 59") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_curve: 60") + + call nurbs%basis(res=23, Tgc=Tgc) + call bsp%basis(res=23, Tgc=Tgc) + + call nurbs%basis(Xt=0.0_rk, Tgc=Tgc1) + call bsp%basis(Xt=0.0_rk, Tgc=Tgc1b) + + call nurbs%basis(Xt=[(real(i-1, rk) / real(23-1, rk), i=1, 23)], Tgc=Tgc) + call bsp%basis(Xt=[(real(i-1, rk) / real(23-1, rk), i=1, 23)], Tgc=Tgc) + + call nurbs%derivative(res=23, dTgc=dTgc, Tgc=Tgc) + call bsp%derivative(res=23, dTgc=dTgcb, Tgc=Tgcb) + + call nurbs%derivative(Xt=[(real(i-1, rk) / real(23-1, rk), i=1, 23)], dTgc=dTgc, Tgc=Tgc) + call bsp%derivative(Xt=[(real(i-1, rk) / real(23-1, rk), i=1, 23)], dTgc=dTgcb, Tgc=Tgcb) + + call nurbs%derivative(Xt=0.0_rk, dTgc=dTgc1, Tgc=Tgc1) + call bsp%derivative(Xt=0.0_rk, dTgc=dTgc1b, Tgc=Tgc1b) + + call nurbs%derivative(Xt=0.0_rk, dTgc=dTgc1, Tgc=Tgc1, elem=[1,2,3]) + call bsp%derivative(Xt=0.0_rk, dTgc=dTgc1b, Tgc=Tgc1b, elem=[1,2,3]) + + call nurbs%derivative2(res=23, d2Tgc=d2Tgc, dTgc=dTgc, Tgc=Tgc) + call bsp%derivative2(res=23, d2Tgc=d2Tgcb, dTgc=dTgcb, Tgc=Tgcb) + + call nurbs%derivative2(Xt=[(real(i-1, rk) / real(23-1, rk), i=1, 23)], d2Tgc=d2Tgc, dTgc=dTgc, Tgc=Tgc) + call bsp%derivative2(Xt=[(real(i-1, rk) / real(23-1, rk), i=1, 23)], d2Tgc=d2Tgcb, dTgc=dTgcb, Tgc=Tgcb) + + call nurbs%derivative2(Xt=0.0_rk, d2Tgc=d2Tgc1, dTgc=dTgc1, Tgc=Tgc1) + call bsp%derivative2(Xt=0.0_rk, d2Tgc=d2Tgc1b, dTgc=dTgc1b, Tgc=Tgc1b) + + call nurbs%derivative2(Xt=0.0_rk, d2Tgc=d2Tgc1, dTgc=dTgc1, Tgc=Tgc1) + call bsp%derivative2(Xt=0.0_rk, d2Tgc=d2Tgc1b, dTgc=dTgc1b, Tgc=Tgc1b) + + call nurbs%rotate_Xc(45.0_rk, 0.0_rk, 0.0_rk) + call nurbs%rotate_Xc(-45.0_rk, 0.0_rk, 0.0_rk) + + call bsp%rotate_Xc(45.0_rk, 0.0_rk, 0.0_rk) + call bsp%rotate_Xc(-45.0_rk, 0.0_rk, 0.0_rk) + + call ut%check(res=nurbs%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_curve: 61") + call ut%check(res=bsp%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_curve: 62") + + call nurbs%rotate_Xc(0.0_rk, 45.0_rk, 0.0_rk) + call nurbs%rotate_Xc(0.0_rk, -45.0_rk, 0.0_rk) + + call bsp%rotate_Xc(0.0_rk, 45.0_rk, 0.0_rk) + call bsp%rotate_Xc(0.0_rk, -45.0_rk, 0.0_rk) + + call ut%check(res=nurbs%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_curve: 63") + call ut%check(res=bsp%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_curve: 64") + + call nurbs%rotate_Xc(0.0_rk, 0.0_rk, 45.0_rk) + call nurbs%rotate_Xc(0.0_rk, 0.0_rk, -45.0_rk) + + call bsp%rotate_Xc(0.0_rk, 0.0_rk, 45.0_rk) + call bsp%rotate_Xc(0.0_rk, 0.0_rk, -45.0_rk) + + call ut%check(res=nurbs%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_curve: 65") + call ut%check(res=bsp%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_curve: 66") + + call nurbs%rotate_Xg(45.0_rk, 0.0_rk, 0.0_rk) + call nurbs%rotate_Xg(-45.0_rk, 0.0_rk, 0.0_rk) + + call bsp%rotate_Xg(45.0_rk, 0.0_rk, 0.0_rk) + call bsp%rotate_Xg(-45.0_rk, 0.0_rk, 0.0_rk) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_curve: 67") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_curve: 68") + + call nurbs%rotate_Xg(0.0_rk, 45.0_rk, 0.0_rk) + call nurbs%rotate_Xg(0.0_rk, -45.0_rk, 0.0_rk) + + call bsp%rotate_Xg(0.0_rk, 45.0_rk, 0.0_rk) + call bsp%rotate_Xg(0.0_rk, -45.0_rk, 0.0_rk) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_curve: 69") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_curve: 70") + + call nurbs%rotate_Xg(0.0_rk, 0.0_rk, 45.0_rk) + call nurbs%rotate_Xg(0.0_rk, 0.0_rk, -45.0_rk) + + call bsp%rotate_Xg(0.0_rk, 0.0_rk, 45.0_rk) + call bsp%rotate_Xg(0.0_rk, 0.0_rk, -45.0_rk) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_curve: 71") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_curve: 72") + + call nurbs%translate_Xc([5.0_rk, 5.0_rk, 5.0_rk]) + call nurbs%translate_Xc([-5.0_rk, -5.0_rk, -5.0_rk]) + + call bsp%translate_Xc([5.0_rk, 5.0_rk, 5.0_rk]) + call bsp%translate_Xc([-5.0_rk, -5.0_rk, -5.0_rk]) + + call ut%check(res=nurbs%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_curve: 73") + call ut%check(res=bsp%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_curve: 74") + + call nurbs%translate_Xg([5.0_rk, 5.0_rk, 5.0_rk]) + call nurbs%translate_Xg([-5.0_rk, -5.0_rk, -5.0_rk]) + + call bsp%translate_Xg([5.0_rk, 5.0_rk, 5.0_rk]) + call bsp%translate_Xg([-5.0_rk, -5.0_rk, -5.0_rk]) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_curve: 75") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_curve: 76") + + call nurbs%export_Xc("vtk/test_nurbs_curve_Xc.vtk") + call nurbs%export_Xg("vtk/test_nurbs_curve_Xg.vtk") + + call bsp%export_Xc("vtk/test_nurbs_curve_Xc.vtk") + call bsp%export_Xg("vtk/test_nurbs_curve_Xg.vtk") + + call nurbs%insert_knots([0.25_rk, 0.75_rk], [2,1]) + call bsp%insert_knots([0.25_rk, 0.75_rk], [2,1]) + + call nurbs%create() + call bsp%create() + + call nurbs%export_Xc("vtk/test_nurbs_curve_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_curve_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_curve_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_curve_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_curve_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_curve_Xth.vtk") + + call nurbs%export_iges('iges/test_nurbs_curve.iges') + call bsp%export_iges('iges/test_bsp_curve.iges') + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_curve: 77") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_curve: 78") + + call nurbs%elevate_degree(2) + call bsp%elevate_degree(2) + + call nurbs%create() + call bsp%create() + + call nurbs%export_Xc("vtk/test_nurbs_curve_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_curve_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_curve_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_curve_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_curve_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_curve_Xth.vtk") + + call nurbs%export_iges('iges/test_nurbs_curve.iges') + call bsp%export_iges('iges/test_bsp_curve.iges') + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_curve: 79") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_curve: 80") + + call nurbs%remove_knots([0.25_rk, 0.75_rk], [2,1]) + call bsp%remove_knots([0.25_rk, 0.75_rk], [2,1]) + + call nurbs%create() + call bsp%create() + + call nurbs%export_Xc("vtk/test_nurbs_curve_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_curve_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_curve_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_curve_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_curve_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_curve_Xth.vtk") + + call nurbs%export_iges('iges/test_nurbs_curve.iges') + call bsp%export_iges('iges/test_bsp_curve.iges') + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_curve: 81") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_curve: 82") + + + call nurbs%set_circle([0.0_rk, 0.0_rk, 0.0_rk], 1.0_rk) + call nurbs%set_half_circle([0.0_rk, 0.0_rk, 0.0_rk], 1.0_rk) + call nurbs%set_C([0.0_rk, 0.0_rk, 0.0_rk], 1.0_rk) + + call nurbs%finalize() + call bsp%finalize() + deallocate(Xc, Wc, Xg, Xgb) + + call nurbs%set(knot=[0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk], Xc=[0.0_rk,2.0_rk], Wc=[1.0_rk, 0.9_rk]) + call bsp%set(knot=[0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk], Xc=[0.0_rk,2.0_rk]) + + call nurbs%finalize() + call bsp%finalize() + +end program diff --git a/test/test_nurbs_surface.f90 b/test/test_nurbs_surface.f90 new file mode 100644 index 000000000..f84cff828 --- /dev/null +++ b/test/test_nurbs_surface.f90 @@ -0,0 +1,425 @@ +program test_nurbs_surface + + use forcad, only: rk, nurbs_surface + use forunittest, only: unit_test + + implicit none + type(nurbs_surface) :: nurbs, bsp + real(rk) :: knot1(4), knot2(4), area, areab + real(rk), allocatable :: Xc(:,:), Wc(:) + real(rk), allocatable :: Xg(:,:), Xgb(:,:) + integer, allocatable :: elemConn(:,:) + real(rk), allocatable :: Tgc(:,:), dTgc(:,:,:), Tgcb(:,:), dTgcb(:,:,:), d2Tgc(:,:,:), d2Tgcb(:,:,:) + real(rk), allocatable :: Tgc1(:), dTgc1(:,:), Tgc1b(:), dTgc1b(:,:), d2Tgc1(:,:), d2Tgc1b(:,:) + integer :: i, id + real(rk), allocatable :: nearest_Xg(:), nearest_Xt(:) + type(unit_test) :: ut + + allocate(Xc(4, 3)) + Xc(1,:) = [0.0_rk, 0.0_rk, 0.0_rk] + Xc(2,:) = [5.0_rk, 0.0_rk, 0.0_rk] + Xc(3,:) = [0.0_rk, 5.0_rk, 0.0_rk] + Xc(4,:) = [5.0_rk, 5.0_rk, 0.0_rk] + + allocate(Wc(size(Xc, 1))) + Wc = 1.0_rk + Wc(2) = 0.9_rk + + knot1 = [0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk] + knot2 = [0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk] + + call nurbs%set(knot1, knot2, Xc, Wc) + call bsp%set(knot1, knot2, Xc) + + call nurbs%set(degree=nurbs%get_degree(), nc=nurbs%get_nc(), Xc=nurbs%get_Xc(), Wc=nurbs%get_Wc()) + call bsp%set(degree=nurbs%get_degree(), nc=nurbs%get_nc(), Xc=nurbs%get_Xc()) + + call nurbs%create(30, 30) + call bsp%create(30, 30) + + call nurbs%export_Xc("vtk/test_nurbs_surface_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_surface_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_surface_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_surface_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_surface_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_surface_Xth.vtk") + + call nurbs%export_iges('iges/test_nurbs_surface.iges') + call bsp%export_iges('iges/test_bsp_surface.iges') + + call nurbs%cmp_area(area) + call bsp%cmp_area(areab) + + call ut%check(res=area, expected=25.0_rk, tol=1e-5_rk, msg="test_nurbs_surface: 01") + call ut%check(res=areab, expected=25.0_rk, tol=1e-5_rk, msg="test_nurbs_surface: 02") + + call nurbs%nearest_point([0.0_rk, 0.0_rk, 0.5_rk], nearest_Xg, nearest_Xt, id) + call ut%check(res=nearest_Xg, expected=[0.0_rk, 0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_surface: 03") + call ut%check(res=nearest_Xt, expected=[0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_surface: 04") + call ut%check(res=id, expected=1, msg="test_nurbs_surface: 05") + + call bsp%nearest_point([0.0_rk, 0.0_rk, 0.5_rk], nearest_Xg, nearest_Xt, id) + call ut%check(res=nearest_Xg, expected=[0.0_rk, 0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_surface: 06") + call ut%check(res=nearest_Xt, expected=[0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_surface: 07") + call ut%check(res=id, expected=1, msg="test_nurbs_surface: 08") + + call nurbs%nearest_point2([0.0_rk, 0.0_rk, 0.5_rk], 1e-10_rk, 10, nearest_Xt, nearest_Xg) + call ut%check(res=nearest_Xg, expected=[0.0_rk, 0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_surface: 09") + call ut%check(res=nearest_Xt, expected=[0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_surface: 10") + + call bsp%nearest_point2([0.0_rk, 0.0_rk, 0.5_rk], 1e-10_rk, 10, nearest_Xt, nearest_Xg) + call ut%check(res=nearest_Xg, expected=[0.0_rk, 0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_surface: 11") + call ut%check(res=nearest_Xt, expected=[0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_surface: 12") + + Xg = nurbs%get_Xg() + Xgb = bsp%get_Xg() + + call nurbs%set([0.0_rk, 1.0_rk], [0.0_rk, 1.0_rk], [1,1], [-1, -1], [-1, -1], Xc, Wc) + call bsp%set([0.0_rk, 1.0_rk], [0.0_rk, 1.0_rk], [1,1], [-1, -1], [-1, -1], Xc) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_surface: 13") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_surface: 14") + + call nurbs%set([2,2], Xc, Wc) + call bsp%set([2,2], Xc) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_surface: 15") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_surface: 16") + + + call nurbs%create(Xt1 = nurbs%get_Xt(1), Xt2 = nurbs%get_Xt(2)) + call bsp%create(Xt1 = bsp%get_Xt(1), Xt2 = nurbs%get_Xt(2)) + + call nurbs%export_Xc("vtk/test_nurbs_surface_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_surface_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_surface_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_surface_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_surface_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_surface_Xth.vtk") + + call nurbs%export_iges('iges/test_nurbs_surface.iges') + call bsp%export_iges('iges/test_bsp_surface.iges') + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_surface: 17") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_surface: 18") + + call ut%check(res=nurbs%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_surface: 19") + call ut%check(res=bsp%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_surface: 20") + + call ut%check(res=nurbs%get_Xc(1), expected=Xc(1,:), tol=1e-5_rk, msg="test_nurbs_surface: 21") + call ut%check(res=bsp%get_Xc(1), expected=Xc(1,:), tol=1e-5_rk, msg="test_nurbs_surface: 22") + + call ut%check(res=nurbs%get_Xc(1,1), expected=Xc(1,1), tol=1e-5_rk, msg="test_nurbs_surface: 23") + call ut%check(res=bsp%get_Xc(1,1), expected=Xc(1,1), tol=1e-5_rk, msg="test_nurbs_surface: 24") + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_surface: 25") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_surface: 26") + + call ut%check(res=nurbs%get_Xg(1), expected=Xg(1,:), tol=1e-5_rk, msg="test_nurbs_surface: 27") + call ut%check(res=bsp%get_Xg(1), expected=Xgb(1,:), tol=1e-5_rk, msg="test_nurbs_surface: 28") + + call ut%check(res=nurbs%get_Xg(1,1), expected=Xg(1,1), tol=1e-5_rk, msg="test_nurbs_surface: 29") + call ut%check(res=bsp%get_Xg(1,1), expected=Xgb(1,1), tol=1e-5_rk, msg="test_nurbs_surface: 30") + + call ut%check(res=nurbs%get_Wc(), expected=Wc, tol=1e-5_rk, msg="test_nurbs_surface: 31") + + call ut%check(res=nurbs%get_Wc(1), expected=Wc(1), tol=1e-5_rk, msg="test_nurbs_surface: 32") + + call ut%check(res=nurbs%get_knot(1), expected=knot1, tol=1e-5_rk, msg="test_nurbs_surface: 33") + call ut%check(res=bsp%get_knot(1), expected=knot1, tol=1e-5_rk, msg="test_nurbs_surface: 34") + + call ut%check(res=nurbs%get_knot(1,1), expected=knot1(1), tol=1e-5_rk, msg="test_nurbs_surface: 35") + call ut%check(res=bsp%get_knot(1,1), expected=knot1(1), tol=1e-5_rk, msg="test_nurbs_surface: 36") + + ! call ut%check(res=nurbs%get_ng(), expected=size(Xg,1), msg="test_nurbs_surface: 37") + ! call ut%check(res=bsp%get_ng(), expected=size(Xgb,1), msg="test_nurbs_surface: 38") + + call ut%check(res=nurbs%get_degree(1), expected=1, msg="test_nurbs_surface: 39") + call ut%check(res=bsp%get_degree(1), expected=1, msg="test_nurbs_surface: 40") + + call ut%check(res=nurbs%get_multiplicity(1), expected=[2,2], msg="test_nurbs_surface: 41") + call ut%check(res=bsp%get_multiplicity(1), expected=[2,2], msg="test_nurbs_surface: 42") + + call ut%check(res=nurbs%get_continuity(1), expected=[-1,-1], msg="test_nurbs_surface: 43") + call ut%check(res=bsp%get_continuity(1), expected=[-1,-1], msg="test_nurbs_surface: 44") + + ! call ut%check(res=nurbs%get_nc(), expected=size(Xc,1), msg="test_nurbs_surface: 45") + ! call ut%check(res=bsp%get_nc(), expected=size(Xc,1), msg="test_nurbs_surface: 46") + + call nurbs%cmp_nc() + call bsp%cmp_nc() + + ! call ut%check(res=nurbs%get_nc(), expected=size(Xc,1), msg="test_nurbs_surface: 47") + ! call ut%check(res=bsp%get_nc(), expected=size(Xc,1), msg="test_nurbs_surface: 48") + + elemConn = nurbs%cmp_elem_Xc_vis([1,1]) + call nurbs%set_elem_Xc_vis(elemConn) + call ut%check(res=nurbs%get_elem_Xc_vis(), expected=elemConn, msg="test_nurbs_surface: 49") + deallocate(elemConn) + elemConn = nurbs%cmp_elem_Xc_vis() + call nurbs%set_elem_Xc_vis(elemConn) + call ut%check(res=nurbs%get_elem_Xc_vis(), expected=elemConn, msg="test_nurbs_surface: 50") + deallocate(elemConn) + elemConn = bsp%cmp_elem_Xc_vis([1,1]) + call bsp%set_elem_Xc_vis(elemConn) + call ut%check(res=bsp%get_elem_Xc_vis(), expected=elemConn, msg="test_nurbs_surface: 51") + deallocate(elemConn) + elemConn = bsp%cmp_elem_Xc_vis() + call bsp%set_elem_Xc_vis(elemConn) + call ut%check(res=bsp%get_elem_Xc_vis(), expected=elemConn, msg="test_nurbs_surface: 52") + deallocate(elemConn) + + elemConn = nurbs%cmp_elem_Xg_vis([1,1]) + call nurbs%set_elem_Xg_vis(elemConn) + call ut%check(res=nurbs%get_elem_Xg_vis(), expected=elemConn, msg="test_nurbs_surface: 53") + deallocate(elemConn) + elemConn = nurbs%cmp_elem_Xg_vis() + call nurbs%set_elem_Xg_vis(elemConn) + call ut%check(res=nurbs%get_elem_Xg_vis(), expected=elemConn, msg="test_nurbs_surface: 54") + deallocate(elemConn) + elemConn = bsp%cmp_elem_Xg_vis([1,1]) + call bsp%set_elem_Xg_vis(elemConn) + call ut%check(res=bsp%get_elem_Xg_vis(), expected=elemConn, msg="test_nurbs_surface: 55") + deallocate(elemConn) + elemConn = bsp%cmp_elem_Xg_vis() + call bsp%set_elem_Xg_vis(elemConn) + call ut%check(res=bsp%get_elem_Xg_vis(), expected=elemConn, msg="test_nurbs_surface: 56") + deallocate(elemConn) + + elemConn = nurbs%cmp_elem() + call nurbs%set_elem(elemConn) + call ut%check(res=nurbs%get_elem(), expected=elemConn, msg="test_nurbs_surface: 57") + deallocate(elemConn) + elemConn = bsp%cmp_elem() + call bsp%set_elem(elemConn) + call ut%check(res=bsp%get_elem(), expected=elemConn, msg="test_nurbs_surface: 58") + deallocate(elemConn) + + call nurbs%modify_Xc(Xc(1,1), 1,1) + call bsp%modify_Xc(Xc(1,1), 1,1) + + call nurbs%modify_Wc(Wc(1),1) + + call nurbs%create() + call bsp%create() + + call nurbs%export_Xc("vtk/test_nurbs_surface_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_surface_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_surface_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_surface_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_surface_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_surface_Xth.vtk") + + call nurbs%export_iges('iges/test_nurbs_surface.iges') + call bsp%export_iges('iges/test_bsp_surface.iges') + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_surface: 59") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_surface: 60") + + call nurbs%basis(res1=30, res2=30, Tgc=Tgc) + call bsp%basis(res1=30, res2=30, Tgc=Tgc) + + call nurbs%basis(Xt=[0.0_rk, 0.0_rk], Tgc=Tgc1) + call bsp%basis(Xt=[0.0_rk, 0.0_rk], Tgc=Tgc1b) + + call nurbs%basis(Xt1=[(real(i-1, rk) / real(30-1, rk), i=1, 30)], Xt2=[(real(i-1, rk) / real(30-1, rk), i=1, 30)], Tgc=Tgc) + call bsp%basis(Xt1=[(real(i-1, rk) / real(30-1, rk), i=1, 30)], Xt2=[(real(i-1, rk) / real(30-1, rk), i=1, 30)], Tgc=Tgc) + + call nurbs%derivative(res1=30, res2=30, dTgc=dTgc, Tgc=Tgc) + call bsp%derivative(res1=30, res2=30, dTgc=dTgcb, Tgc=Tgcb) + + call nurbs%derivative(& + Xt1=[(real(i-1, rk) / real(30-1, rk), i=1, 30)], Xt2=[(real(i-1, rk) / real(30-1, rk), i=1, 30)], dTgc=dTgc, Tgc=Tgc) + call bsp%derivative(& + Xt1=[(real(i-1, rk) / real(30-1, rk), i=1, 30)], Xt2=[(real(i-1, rk) / real(30-1, rk), i=1, 30)], dTgc=dTgcb, Tgc=Tgcb) + + call nurbs%derivative(Xt=[0.0_rk,0.0_rk], dTgc=dTgc1, Tgc=Tgc1) + call bsp%derivative(Xt=[0.0_rk,0.0_rk], dTgc=dTgc1b, Tgc=Tgc1b) + + call nurbs%derivative(Xt=[0.0_rk,0.0_rk], dTgc=dTgc1, Tgc=Tgc1, elem=[1,2,3]) + call bsp%derivative(Xt=[0.0_rk,0.0_rk], dTgc=dTgc1b, Tgc=Tgc1b, elem=[1,2,3]) + + call nurbs%derivative2(res1=30, res2=30, d2Tgc=d2Tgc, dTgc=dTgc, Tgc=Tgc) + call bsp%derivative2(res1=30, res2=30, d2Tgc=d2Tgcb, dTgc=dTgcb, Tgc=Tgcb) + + call nurbs%derivative2(& + Xt1=[(real(i-1, rk) / real(30-1, rk), i=1, 30)], Xt2=[(real(i-1, rk) / real(30-1, rk), i=1, 30)],& + d2Tgc=d2Tgc, dTgc=dTgc, Tgc=Tgc) + call bsp%derivative2(& + Xt1=[(real(i-1, rk) / real(30-1, rk), i=1, 30)], Xt2=[(real(i-1, rk) / real(30-1, rk), i=1, 30)],& + d2Tgc=d2Tgcb, dTgc=dTgcb, Tgc=Tgcb) + + call nurbs%derivative2(Xt=[0.0_rk,0.0_rk], d2Tgc=d2Tgc1, dTgc=dTgc1, Tgc=Tgc1) + call bsp%derivative2(Xt=[0.0_rk,0.0_rk], d2Tgc=d2Tgc1b, dTgc=dTgc1b, Tgc=Tgc1b) + + call nurbs%derivative2(Xt=[0.0_rk,0.0_rk], d2Tgc=d2Tgc1, dTgc=dTgc1, Tgc=Tgc1) + call bsp%derivative2(Xt=[0.0_rk,0.0_rk], d2Tgc=d2Tgc1b, dTgc=dTgc1b, Tgc=Tgc1b) + + call nurbs%rotate_Xc(45.0_rk, 0.0_rk, 0.0_rk) + call nurbs%rotate_Xc(-45.0_rk, 0.0_rk, 0.0_rk) + + call bsp%rotate_Xc(45.0_rk, 0.0_rk, 0.0_rk) + call bsp%rotate_Xc(-45.0_rk, 0.0_rk, 0.0_rk) + + call ut%check(res=nurbs%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_surface: 61") + call ut%check(res=bsp%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_surface: 62") + + call nurbs%rotate_Xc(0.0_rk, 45.0_rk, 0.0_rk) + call nurbs%rotate_Xc(0.0_rk, -45.0_rk, 0.0_rk) + + call bsp%rotate_Xc(0.0_rk, 45.0_rk, 0.0_rk) + call bsp%rotate_Xc(0.0_rk, -45.0_rk, 0.0_rk) + + call ut%check(res=nurbs%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_surface: 63") + call ut%check(res=bsp%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_surface: 64") + + call nurbs%rotate_Xc(0.0_rk, 0.0_rk, 45.0_rk) + call nurbs%rotate_Xc(0.0_rk, 0.0_rk, -45.0_rk) + + call bsp%rotate_Xc(0.0_rk, 0.0_rk, 45.0_rk) + call bsp%rotate_Xc(0.0_rk, 0.0_rk, -45.0_rk) + + call ut%check(res=nurbs%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_surface: 65") + call ut%check(res=bsp%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_surface: 66") + + call nurbs%rotate_Xg(45.0_rk, 0.0_rk, 0.0_rk) + call nurbs%rotate_Xg(-45.0_rk, 0.0_rk, 0.0_rk) + + call bsp%rotate_Xg(45.0_rk, 0.0_rk, 0.0_rk) + call bsp%rotate_Xg(-45.0_rk, 0.0_rk, 0.0_rk) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_surface: 67") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_surface: 68") + + call nurbs%rotate_Xg(0.0_rk, 45.0_rk, 0.0_rk) + call nurbs%rotate_Xg(0.0_rk, -45.0_rk, 0.0_rk) + + call bsp%rotate_Xg(0.0_rk, 45.0_rk, 0.0_rk) + call bsp%rotate_Xg(0.0_rk, -45.0_rk, 0.0_rk) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_surface: 69") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_surface: 70") + + call nurbs%rotate_Xg(0.0_rk, 0.0_rk, 45.0_rk) + call nurbs%rotate_Xg(0.0_rk, 0.0_rk, -45.0_rk) + + call bsp%rotate_Xg(0.0_rk, 0.0_rk, 45.0_rk) + call bsp%rotate_Xg(0.0_rk, 0.0_rk, -45.0_rk) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_surface: 71") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_surface: 72") + + call nurbs%translate_Xc([5.0_rk, 5.0_rk, 5.0_rk]) + call nurbs%translate_Xc([-5.0_rk, -5.0_rk, -5.0_rk]) + + call bsp%translate_Xc([5.0_rk, 5.0_rk, 5.0_rk]) + call bsp%translate_Xc([-5.0_rk, -5.0_rk, -5.0_rk]) + + call ut%check(res=nurbs%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_surface: 73") + call ut%check(res=bsp%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_surface: 74") + + call nurbs%translate_Xg([5.0_rk, 5.0_rk, 5.0_rk]) + call nurbs%translate_Xg([-5.0_rk, -5.0_rk, -5.0_rk]) + + call bsp%translate_Xg([5.0_rk, 5.0_rk, 5.0_rk]) + call bsp%translate_Xg([-5.0_rk, -5.0_rk, -5.0_rk]) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_surface: 75") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_surface: 76") + + call nurbs%export_Xc("vtk/test_nurbs_surface_Xc.vtk") + call nurbs%export_Xg("vtk/test_nurbs_surface_Xg.vtk") + + call bsp%export_Xc("vtk/test_nurbs_surface_Xc.vtk") + call bsp%export_Xg("vtk/test_nurbs_surface_Xg.vtk") + + call nurbs%insert_knots(1, [0.25_rk, 0.75_rk], [1,1]) + call nurbs%insert_knots(2, [0.25_rk, 0.75_rk], [1,1]) + + call bsp%insert_knots(1, [0.25_rk, 0.75_rk], [1,1]) + call bsp%insert_knots(2, [0.25_rk, 0.75_rk], [1,1]) + + call nurbs%create() + call bsp%create() + + call nurbs%export_Xc("vtk/test_nurbs_surface_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_surface_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_surface_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_surface_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_surface_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_surface_Xth.vtk") + + call nurbs%export_iges('iges/test_nurbs_surface.iges') + call bsp%export_iges('iges/test_bsp_surface.iges') + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_surface: 77") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_surface: 78") + + call nurbs%elevate_degree(1, 2) + call nurbs%elevate_degree(2, 2) + + call bsp%elevate_degree(1, 2) + call bsp%elevate_degree(2, 2) + + call nurbs%create() + call bsp%create() + + call nurbs%export_Xc("vtk/test_nurbs_surface_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_surface_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_surface_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_surface_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_surface_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_surface_Xth.vtk") + + call nurbs%export_iges('iges/test_nurbs_surface.iges') + call bsp%export_iges('iges/test_bsp_surface.iges') + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_surface: 79") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_surface: 80") + + call nurbs%remove_knots(1, [0.25_rk, 0.75_rk], [2,1]) + call nurbs%remove_knots(2, [0.25_rk, 0.75_rk], [2,1]) + + call bsp%remove_knots(1, [0.25_rk, 0.75_rk], [2,1]) + call bsp%remove_knots(2, [0.25_rk, 0.75_rk], [2,1]) + + call nurbs%create() + call bsp%create() + + call nurbs%export_Xc("vtk/test_nurbs_surface_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_surface_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_surface_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_surface_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_surface_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_surface_Xth.vtk") + + call nurbs%export_iges('iges/test_nurbs_surface.iges') + call bsp%export_iges('iges/test_bsp_surface.iges') + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_surface: 81") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_surface: 82") + + + call nurbs%set_tetragon([2.0_rk, 2.0_rk], [2,2]) + call bsp%set_tetragon([2.0_rk, 2.0_rk], [2,2], [1.0_rk,1.0_rk,0.9_rk,0.9_rk]) + call nurbs%set_ring([0.0_rk, 0.0_rk, 0.0_rk], 1.0_rk, 2.0_rk) + call nurbs%set_half_ring([0.0_rk, 0.0_rk, 0.0_rk], 1.0_rk, 2.0_rk) + call nurbs%set_C([0.0_rk, 0.0_rk, 0.0_rk], 1.0_rk, 2.0_rk) + + call nurbs%finalize() + call bsp%finalize() + deallocate(Xc, Wc, Xg, Xgb) + +end program diff --git a/test/test_nurbs_volume.f90 b/test/test_nurbs_volume.f90 new file mode 100644 index 000000000..0739203e7 --- /dev/null +++ b/test/test_nurbs_volume.f90 @@ -0,0 +1,432 @@ +program test_nurbs_volume + + use forcad, only: rk, nurbs_volume + use forunittest, only: unit_test + + implicit none + type(nurbs_volume) :: nurbs, bsp + real(rk), allocatable :: Xc(:,:), Wc(:) + real(rk), allocatable :: Xg(:,:), Xgb(:,:) + integer, allocatable :: elemConn(:,:) + real(rk), allocatable :: Tgc(:,:), dTgc(:,:,:), Tgcb(:,:), dTgcb(:,:,:), d2Tgc(:,:,:), d2Tgcb(:,:,:) + real(rk), allocatable :: Tgc1(:), dTgc1(:,:), Tgc1b(:), dTgc1b(:,:), d2Tgc1(:,:), d2Tgc1b(:,:) + real(rk) :: knot1(4), knot2(4), knot3(4), volume, volumeb + integer :: i, id + real(rk), allocatable :: nearest_Xg(:), nearest_Xt(:) + type(unit_test) :: ut + + allocate(Xc(8, 3)) + Xc(1,:) = [0.0_rk, 0.0_rk, 0.0_rk] + Xc(2,:) = [5.0_rk, 0.0_rk, 0.0_rk] + Xc(3,:) = [0.0_rk, 5.0_rk, 0.0_rk] + Xc(4,:) = [5.0_rk, 5.0_rk, 0.0_rk] + Xc(5,:) = [0.0_rk, 0.0_rk, 5.0_rk] + Xc(6,:) = [5.0_rk, 0.0_rk, 5.0_rk] + Xc(7,:) = [0.0_rk, 5.0_rk, 5.0_rk] + Xc(8,:) = [5.0_rk, 5.0_rk, 5.0_rk] + + allocate(Wc(size(Xc, 1))) + Wc = 1.0_rk + Wc(2) = 0.9_rk + + knot1 = [0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk] + knot2 = [0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk] + knot3 = [0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk] + + call nurbs%set(knot1, knot2, knot3, Xc, Wc) + call bsp%set(knot1, knot2, knot3, Xc) + + call nurbs%set(degree=nurbs%get_degree(), nc=nurbs%get_nc(), Xc=nurbs%get_Xc(), Wc=nurbs%get_Wc()) + call bsp%set(degree=nurbs%get_degree(), nc=nurbs%get_nc(), Xc=nurbs%get_Xc()) + + call nurbs%create(20, 20, 20) + call bsp%create(20, 20, 20) + + call nurbs%export_Xc("vtk/test_nurbs_volume_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_volume_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_volume_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_volume_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_volume_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_volume_Xth.vtk") + + call nurbs%cmp_volume(volume) + call bsp%cmp_volume(volumeb) + + call ut%check(res=volume, expected=125.0_rk, tol=1e-5_rk, msg="test_nurbs_volume: 01") + call ut%check(res=volumeb, expected=125.0_rk, tol=1e-5_rk, msg="test_nurbs_volume: 02") + + call nurbs%nearest_point([0.0_rk, 0.0_rk, -0.5_rk], nearest_Xg, nearest_Xt, id) + call ut%check(res=nearest_Xg, expected=[0.0_rk, 0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_volume: 03") + call ut%check(res=nearest_Xt, expected=[0.0_rk, 0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_volume: 04") + call ut%check(res=id, expected=1, msg="test_nurbs_volume: 05") + + call bsp%nearest_point([0.0_rk, 0.0_rk, -0.5_rk], nearest_Xg, nearest_Xt, id) + call ut%check(res=nearest_Xg, expected=[0.0_rk, 0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_volume: 06") + call ut%check(res=nearest_Xt, expected=[0.0_rk, 0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_volume: 07") + call ut%check(res=id, expected=1, msg="test_nurbs_volume: 08") + + call nurbs%nearest_point2([0.0_rk, 0.0_rk, -0.5_rk], 1e-10_rk, 10, nearest_Xt, nearest_Xg) + call ut%check(res=nearest_Xg, expected=[0.0_rk, 0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_volume: 09") + call ut%check(res=nearest_Xt, expected=[0.0_rk, 0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_volume: 10") + + call bsp%nearest_point2([0.0_rk, 0.0_rk, -0.5_rk], 1e-10_rk, 10, nearest_Xt, nearest_Xg) + call ut%check(res=nearest_Xg, expected=[0.0_rk, 0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_volume: 11") + call ut%check(res=nearest_Xt, expected=[0.0_rk, 0.0_rk, 0.0_rk], tol=1e-5_rk, msg="test_nurbs_volume: 12") + + Xg = nurbs%get_Xg() + Xgb = bsp%get_Xg() + + call nurbs%set([0.0_rk, 1.0_rk], [0.0_rk, 1.0_rk], [0.0_rk, 1.0_rk], [1,1,1], [-1, -1], [-1, -1], [-1, -1], Xc, Wc) + call bsp%set([0.0_rk, 1.0_rk], [0.0_rk, 1.0_rk], [0.0_rk, 1.0_rk], [1,1,1], [-1, -1], [-1, -1], [-1, -1], Xc) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_volume: 13") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_volume: 14") + + call nurbs%set([2,2,2], Xc, Wc) + call bsp%set([2,2,2], Xc) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_volume: 15") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_volume: 16") + + + call nurbs%create(Xt1 = nurbs%get_Xt(1), Xt2 = nurbs%get_Xt(2)) + call bsp%create(Xt1 = bsp%get_Xt(1), Xt2 = nurbs%get_Xt(2)) + + call nurbs%export_Xc("vtk/test_nurbs_volume_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_volume_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_volume_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_volume_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_volume_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_volume_Xth.vtk") + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_volume: 17") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_volume: 18") + + call ut%check(res=nurbs%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_volume: 19") + call ut%check(res=bsp%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_volume: 20") + + call ut%check(res=nurbs%get_Xc(1), expected=Xc(1,:), tol=1e-5_rk, msg="test_nurbs_volume: 21") + call ut%check(res=bsp%get_Xc(1), expected=Xc(1,:), tol=1e-5_rk, msg="test_nurbs_volume: 22") + + call ut%check(res=nurbs%get_Xc(1,1), expected=Xc(1,1), tol=1e-5_rk, msg="test_nurbs_volume: 23") + call ut%check(res=bsp%get_Xc(1,1), expected=Xc(1,1), tol=1e-5_rk, msg="test_nurbs_volume: 24") + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_volume: 25") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_volume: 26") + + call ut%check(res=nurbs%get_Xg(1), expected=Xg(1,:), tol=1e-5_rk, msg="test_nurbs_volume: 27") + call ut%check(res=bsp%get_Xg(1), expected=Xgb(1,:), tol=1e-5_rk, msg="test_nurbs_volume: 28") + + call ut%check(res=nurbs%get_Xg(1,1), expected=Xg(1,1), tol=1e-5_rk, msg="test_nurbs_volume: 29") + call ut%check(res=bsp%get_Xg(1,1), expected=Xgb(1,1), tol=1e-5_rk, msg="test_nurbs_volume: 30") + + call ut%check(res=nurbs%get_Wc(), expected=Wc, tol=1e-5_rk, msg="test_nurbs_volume: 31") + + call ut%check(res=nurbs%get_Wc(1), expected=Wc(1), tol=1e-5_rk, msg="test_nurbs_volume: 32") + + call ut%check(res=nurbs%get_knot(1), expected=knot1, tol=1e-5_rk, msg="test_nurbs_volume: 33") + call ut%check(res=bsp%get_knot(1), expected=knot1, tol=1e-5_rk, msg="test_nurbs_volume: 34") + + call ut%check(res=nurbs%get_knot(1,1), expected=knot1(1), tol=1e-5_rk, msg="test_nurbs_volume: 35") + call ut%check(res=bsp%get_knot(1,1), expected=knot1(1), tol=1e-5_rk, msg="test_nurbs_volume: 36") + + ! call ut%check(res=nurbs%get_ng(), expected=size(Xg,1), msg="test_nurbs_volume: 37") + ! call ut%check(res=bsp%get_ng(), expected=size(Xgb,1), msg="test_nurbs_volume: 38") + + call ut%check(res=nurbs%get_degree(1), expected=1, msg="test_nurbs_volume: 39") + call ut%check(res=bsp%get_degree(1), expected=1, msg="test_nurbs_volume: 40") + + call ut%check(res=nurbs%get_multiplicity(1), expected=[2,2], msg="test_nurbs_volume: 41") + call ut%check(res=bsp%get_multiplicity(1), expected=[2,2], msg="test_nurbs_volume: 42") + + call ut%check(res=nurbs%get_continuity(1), expected=[-1,-1], msg="test_nurbs_volume: 43") + call ut%check(res=bsp%get_continuity(1), expected=[-1,-1], msg="test_nurbs_volume: 44") + + ! call ut%check(res=nurbs%get_nc(), expected=size(Xc,1), msg="test_nurbs_volume: 45") + ! call ut%check(res=bsp%get_nc(), expected=size(Xc,1), msg="test_nurbs_volume: 46") + + call nurbs%cmp_nc() + call bsp%cmp_nc() + + ! call ut%check(res=nurbs%get_nc(), expected=size(Xc,1), msg="test_nurbs_volume: 47") + ! call ut%check(res=bsp%get_nc(), expected=size(Xc,1), msg="test_nurbs_volume: 48") + + elemConn = nurbs%cmp_elem_Xc_vis([1,1,1]) + call nurbs%set_elem_Xc_vis(elemConn) + call ut%check(res=nurbs%get_elem_Xc_vis(), expected=elemConn, msg="test_nurbs_volume: 49") + deallocate(elemConn) + elemConn = nurbs%cmp_elem_Xc_vis() + call nurbs%set_elem_Xc_vis(elemConn) + call ut%check(res=nurbs%get_elem_Xc_vis(), expected=elemConn, msg="test_nurbs_volume: 50") + deallocate(elemConn) + elemConn = bsp%cmp_elem_Xc_vis([1,1,1]) + call bsp%set_elem_Xc_vis(elemConn) + call ut%check(res=bsp%get_elem_Xc_vis(), expected=elemConn, msg="test_nurbs_volume: 51") + deallocate(elemConn) + elemConn = bsp%cmp_elem_Xc_vis() + call bsp%set_elem_Xc_vis(elemConn) + call ut%check(res=bsp%get_elem_Xc_vis(), expected=elemConn, msg="test_nurbs_volume: 52") + deallocate(elemConn) + + elemConn = nurbs%cmp_elem_Xg_vis([1,1,1]) + call nurbs%set_elem_Xg_vis(elemConn) + call ut%check(res=nurbs%get_elem_Xg_vis(), expected=elemConn, msg="test_nurbs_volume: 53") + deallocate(elemConn) + elemConn = nurbs%cmp_elem_Xg_vis() + call nurbs%set_elem_Xg_vis(elemConn) + call ut%check(res=nurbs%get_elem_Xg_vis(), expected=elemConn, msg="test_nurbs_volume: 54") + deallocate(elemConn) + elemConn = bsp%cmp_elem_Xg_vis([1,1,1]) + call bsp%set_elem_Xg_vis(elemConn) + call ut%check(res=bsp%get_elem_Xg_vis(), expected=elemConn, msg="test_nurbs_volume: 55") + deallocate(elemConn) + elemConn = bsp%cmp_elem_Xg_vis() + call bsp%set_elem_Xg_vis(elemConn) + call ut%check(res=bsp%get_elem_Xg_vis(), expected=elemConn, msg="test_nurbs_volume: 56") + deallocate(elemConn) + + elemConn = nurbs%cmp_elem() + call nurbs%set_elem(elemConn) + call ut%check(res=nurbs%get_elem(), expected=elemConn, msg="test_nurbs_volume: 57") + deallocate(elemConn) + elemConn = bsp%cmp_elem() + call bsp%set_elem(elemConn) + call ut%check(res=bsp%get_elem(), expected=elemConn, msg="test_nurbs_volume: 58") + deallocate(elemConn) + + call nurbs%modify_Xc(Xc(1,1), 1,1) + call bsp%modify_Xc(Xc(1,1), 1,1) + + call nurbs%modify_Wc(Wc(1),1) + + call nurbs%create() + call bsp%create() + + call nurbs%export_Xc("vtk/test_nurbs_volume_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_volume_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_volume_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_volume_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_volume_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_volume_Xth.vtk") + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_volume: 59") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_volume: 60") + + call nurbs%basis(res1=20, res2=20, res3=20, Tgc=Tgc) + call bsp%basis(res1=20, res2=20, res3=20, Tgc=Tgc) + + call nurbs%basis(Xt=[0.0_rk, 0.0_rk, 0.0_rk], Tgc=Tgc1) + call bsp%basis(Xt=[0.0_rk, 0.0_rk, 0.0_rk], Tgc=Tgc1b) + + call nurbs%basis(& + Xt1=[(real(i-1, rk) / real(20-1, rk), i=1, 20)],& + Xt2=[(real(i-1, rk) / real(20-1, rk), i=1, 20)],& + Xt3=[(real(i-1, rk) / real(20-1, rk), i=1, 20)], Tgc=Tgc) + call bsp%basis(& + Xt1=[(real(i-1, rk) / real(20-1, rk), i=1, 20)],& + Xt2=[(real(i-1, rk) / real(20-1, rk), i=1, 20)],& + Xt3=[(real(i-1, rk) / real(20-1, rk), i=1, 20)], Tgc=Tgc) + + call nurbs%derivative(res1=20, res2=20, res3=20, dTgc=dTgc, Tgc=Tgc) + call bsp%derivative(res1=20, res2=20, res3=20, dTgc=dTgcb, Tgc=Tgcb) + + call nurbs%derivative(& + Xt1=[(real(i-1, rk) / real(20-1, rk), i=1, 20)],& + Xt2=[(real(i-1, rk) / real(20-1, rk), i=1, 20)],& + Xt3=[(real(i-1, rk) / real(20-1, rk), i=1, 20)], dTgc=dTgc, Tgc=Tgc) + call bsp%derivative(& + Xt1=[(real(i-1, rk) / real(20-1, rk), i=1, 20)],& + Xt2=[(real(i-1, rk) / real(20-1, rk), i=1, 20)],& + Xt3=[(real(i-1, rk) / real(20-1, rk), i=1, 20)], dTgc=dTgcb, Tgc=Tgcb) + + call nurbs%derivative(Xt=[0.0_rk,0.0_rk,0.0_rk], dTgc=dTgc1, Tgc=Tgc1) + call bsp%derivative(Xt=[0.0_rk,0.0_rk,0.0_rk], dTgc=dTgc1b, Tgc=Tgc1b) + + call nurbs%derivative(Xt=[0.0_rk,0.0_rk,0.0_rk], dTgc=dTgc1, Tgc=Tgc1, elem=[1,2,3]) + call bsp%derivative(Xt=[0.0_rk,0.0_rk,0.0_rk], dTgc=dTgc1b, Tgc=Tgc1b, elem=[1,2,3]) + + call nurbs%derivative2(res1=20, res2=20, res3=20, d2Tgc=d2Tgc, dTgc=dTgc, Tgc=Tgc) + call bsp%derivative2(res1=20, res2=20, res3=20, d2Tgc=d2Tgcb, dTgc=dTgcb, Tgc=Tgcb) + + call nurbs%derivative2(& + Xt1=[(real(i-1, rk) / real(20-1, rk), i=1, 20)],& + Xt2=[(real(i-1, rk) / real(20-1, rk), i=1, 20)],& + Xt3=[(real(i-1, rk) / real(20-1, rk), i=1, 20)],& + d2Tgc=d2Tgc, dTgc=dTgc, Tgc=Tgc) + call bsp%derivative2(& + Xt1=[(real(i-1, rk) / real(20-1, rk), i=1, 20)],& + Xt2=[(real(i-1, rk) / real(20-1, rk), i=1, 20)],& + Xt3=[(real(i-1, rk) / real(20-1, rk), i=1, 20)],& + d2Tgc=d2Tgcb, dTgc=dTgcb, Tgc=Tgcb) + + call nurbs%derivative2(Xt=[0.0_rk,0.0_rk,0.0_rk], d2Tgc=d2Tgc1, dTgc=dTgc1b, Tgc=Tgc1b) + call bsp%derivative2(Xt=[0.0_rk,0.0_rk,0.0_rk], d2Tgc=d2Tgc1b, dTgc=dTgc1b, Tgc=Tgc1b) + + call nurbs%derivative2(Xt=[0.0_rk,0.0_rk,0.0_rk], d2Tgc=d2Tgc1, dTgc=dTgc1b, Tgc=Tgc1b) + call bsp%derivative2(Xt=[0.0_rk,0.0_rk,0.0_rk], d2Tgc=d2Tgc1b, dTgc=dTgc1b, Tgc=Tgc1b) + + call nurbs%rotate_Xc(45.0_rk, 0.0_rk, 0.0_rk) + call nurbs%rotate_Xc(-45.0_rk, 0.0_rk, 0.0_rk) + + call bsp%rotate_Xc(45.0_rk, 0.0_rk, 0.0_rk) + call bsp%rotate_Xc(-45.0_rk, 0.0_rk, 0.0_rk) + + call ut%check(res=nurbs%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_volume: 61") + call ut%check(res=bsp%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_volume: 62") + + call nurbs%rotate_Xc(0.0_rk, 45.0_rk, 0.0_rk) + call nurbs%rotate_Xc(0.0_rk, -45.0_rk, 0.0_rk) + + call bsp%rotate_Xc(0.0_rk, 45.0_rk, 0.0_rk) + call bsp%rotate_Xc(0.0_rk, -45.0_rk, 0.0_rk) + + call ut%check(res=nurbs%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_volume: 63") + call ut%check(res=bsp%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_volume: 64") + + call nurbs%rotate_Xc(0.0_rk, 0.0_rk, 45.0_rk) + call nurbs%rotate_Xc(0.0_rk, 0.0_rk, -45.0_rk) + + call bsp%rotate_Xc(0.0_rk, 0.0_rk, 45.0_rk) + call bsp%rotate_Xc(0.0_rk, 0.0_rk, -45.0_rk) + + call ut%check(res=nurbs%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_volume: 65") + call ut%check(res=bsp%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_volume: 66") + + call nurbs%rotate_Xg(45.0_rk, 0.0_rk, 0.0_rk) + call nurbs%rotate_Xg(-45.0_rk, 0.0_rk, 0.0_rk) + + call bsp%rotate_Xg(45.0_rk, 0.0_rk, 0.0_rk) + call bsp%rotate_Xg(-45.0_rk, 0.0_rk, 0.0_rk) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_volume: 67") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_volume: 68") + + call nurbs%rotate_Xg(0.0_rk, 45.0_rk, 0.0_rk) + call nurbs%rotate_Xg(0.0_rk, -45.0_rk, 0.0_rk) + + call bsp%rotate_Xg(0.0_rk, 45.0_rk, 0.0_rk) + call bsp%rotate_Xg(0.0_rk, -45.0_rk, 0.0_rk) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_volume: 69") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_volume: 70") + + call nurbs%rotate_Xg(0.0_rk, 0.0_rk, 45.0_rk) + call nurbs%rotate_Xg(0.0_rk, 0.0_rk, -45.0_rk) + + call bsp%rotate_Xg(0.0_rk, 0.0_rk, 45.0_rk) + call bsp%rotate_Xg(0.0_rk, 0.0_rk, -45.0_rk) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_volume: 71") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_volume: 72") + + call nurbs%translate_Xc([5.0_rk, 5.0_rk, 5.0_rk]) + call nurbs%translate_Xc([-5.0_rk, -5.0_rk, -5.0_rk]) + + call bsp%translate_Xc([5.0_rk, 5.0_rk, 5.0_rk]) + call bsp%translate_Xc([-5.0_rk, -5.0_rk, -5.0_rk]) + + call ut%check(res=nurbs%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_volume: 73") + call ut%check(res=bsp%get_Xc(), expected=Xc, tol=1e-5_rk, msg="test_nurbs_volume: 74") + + call nurbs%translate_Xg([5.0_rk, 5.0_rk, 5.0_rk]) + call nurbs%translate_Xg([-5.0_rk, -5.0_rk, -5.0_rk]) + + call bsp%translate_Xg([5.0_rk, 5.0_rk, 5.0_rk]) + call bsp%translate_Xg([-5.0_rk, -5.0_rk, -5.0_rk]) + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_volume: 75") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_volume: 76") + + call nurbs%export_Xc("vtk/test_nurbs_volume_Xc.vtk") + call nurbs%export_Xg("vtk/test_nurbs_volume_Xg.vtk") + + call bsp%export_Xc("vtk/test_nurbs_volume_Xc.vtk") + call bsp%export_Xg("vtk/test_nurbs_volume_Xg.vtk") + + call nurbs%insert_knots(1, [0.25_rk, 0.75_rk], [1,1]) + call nurbs%insert_knots(2, [0.25_rk, 0.75_rk], [1,1]) + call nurbs%insert_knots(3, [0.25_rk, 0.75_rk], [1,1]) + + call bsp%insert_knots(1, [0.25_rk, 0.75_rk], [1,1]) + call bsp%insert_knots(2, [0.25_rk, 0.75_rk], [1,1]) + call bsp%insert_knots(3, [0.25_rk, 0.75_rk], [1,1]) + + call nurbs%create() + call bsp%create() + + call nurbs%export_Xc("vtk/test_nurbs_volume_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_volume_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_volume_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_volume_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_volume_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_volume_Xth.vtk") + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_volume: 77") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_volume: 78") + + call nurbs%elevate_degree(1, 2) + call nurbs%elevate_degree(2, 2) + call nurbs%elevate_degree(3, 2) + + call bsp%elevate_degree(1, 2) + call bsp%elevate_degree(2, 2) + call bsp%elevate_degree(3, 2) + + call nurbs%create() + call bsp%create() + + call nurbs%export_Xc("vtk/test_nurbs_volume_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_volume_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_volume_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_volume_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_volume_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_volume_Xth.vtk") + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_volume: 79") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_volume: 80") + + call nurbs%remove_knots(1, [0.25_rk, 0.75_rk], [2,1]) + call nurbs%remove_knots(2, [0.25_rk, 0.75_rk], [2,1]) + call nurbs%remove_knots(3, [0.25_rk, 0.75_rk], [2,1]) + + ! call bsp%remove_knots(1, [0.25_rk, 0.75_rk], [2,1]) + ! call bsp%remove_knots(2, [0.25_rk, 0.75_rk], [2,1]) + ! call bsp%remove_knots(3, [0.25_rk, 0.75_rk], [2,1]) + + call nurbs%create() + call bsp%create() + + call nurbs%export_Xc("vtk/test_nurbs_volume_Xc.vtk") + call bsp%export_Xc("vtk/test_bsp_volume_Xc.vtk") + + call nurbs%export_Xg("vtk/test_nurbs_volume_Xg.vtk") + call bsp%export_Xg("vtk/test_bsp_volume_Xg.vtk") + + call nurbs%export_Xth("vtk/test_nurbs_volume_Xth.vtk") + call bsp%export_Xth("vtk/test_bsp_volume_Xth.vtk") + + call ut%check(res=nurbs%get_Xg(), expected=Xg, tol=1e-5_rk, msg="test_nurbs_volume: 81") + call ut%check(res=bsp%get_Xg(), expected=Xgb, tol=1e-5_rk, msg="test_nurbs_volume: 82") + + + call nurbs%set_hexahedron([2.0_rk, 2.0_rk, 2.0_rk], [2,2,2]) + call bsp%set_hexahedron([2.0_rk, 2.0_rk, 2.0_rk], [2,2,2], [1.0_rk,1.0_rk,0.9_rk,0.9_rk,1.0_rk,1.0_rk,1.0_rk,0.9_rk]) + call nurbs%set_ring([0.0_rk, 0.0_rk, 0.0_rk], 1.0_rk, 2.0_rk, 2.0_rk) + call nurbs%set_half_ring([0.0_rk, 0.0_rk, 0.0_rk], 1.0_rk, 2.0_rk, 2.0_rk) + call nurbs%set_C([0.0_rk, 0.0_rk, 0.0_rk], 1.0_rk, 2.0_rk, 2.0_rk) + + call nurbs%finalize() + call bsp%finalize() + deallocate(Xc, Wc, Xg, Xgb) + +end program diff --git a/test/test_surface.f90 b/test/test_surface.f90 deleted file mode 100644 index 218f96e30..000000000 --- a/test/test_surface.f90 +++ /dev/null @@ -1,95 +0,0 @@ -program test_surface - - use forcad - - implicit none - - type(nurbs_surface) :: nurbs, bsp - real(rk) :: knot1(6), knot2(6) - real(rk), allocatable :: Xc(:,:), Wc(:) - real(rk), allocatable :: Xg(:,:), Xgb(:,:) - - Xc = generate_Xc(3, 3, 1.0_rk) - - allocate(Wc(size(Xc, 1))) - Wc = 1.0_rk - Wc(2) = 2.0_rk - - knot1 = [0.0_rk, 0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk, 1.0_rk] - knot2 = [0.0_rk, 0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk, 1.0_rk] - - call nurbs%set(knot1, knot2, Xc, Wc) - call bsp%set(knot1, knot2, Xc) - - call nurbs%create(30, 30) - call bsp%create(30, 30) - - Xg = nurbs%get_Xg() - Xgb = bsp%get_Xg() - - call nurbs%insert_knots(1, [0.25_rk, 0.75_rk], [2,1]) - call nurbs%insert_knots(2, [0.25_rk, 0.75_rk], [2,1]) - - call bsp%insert_knots(1, [0.25_rk, 0.75_rk], [2,1]) - call bsp%insert_knots(2, [0.25_rk, 0.75_rk], [2,1]) - - call nurbs%create() - call bsp%create() - - print*,'test 07: ', norm2(Xg - nurbs%get_Xg()) - print*,'test 08: ', norm2(Xgb - bsp%get_Xg()) - - call nurbs%elevate_degree(1, 2) - call nurbs%elevate_degree(2, 2) - - call bsp%elevate_degree(1, 2) - call bsp%elevate_degree(2, 2) - - call nurbs%create() - call bsp%create() - - print*,'test 09: ', norm2(Xg - nurbs%get_Xg()) - print*,'test 10: ', norm2(Xgb - bsp%get_Xg()) - - call nurbs%remove_knots(1, [0.25_rk, 0.75_rk], [2,1]) - call nurbs%remove_knots(2, [0.25_rk, 0.75_rk], [2,1]) - - call bsp%remove_knots(1, [0.25_rk, 0.75_rk], [2,1]) - call bsp%remove_knots(2, [0.25_rk, 0.75_rk], [2,1]) - - call nurbs%create() - call bsp%create() - - print*,'test 11: ', norm2(Xg - nurbs%get_Xg()) - print*,'test 12: ', norm2(Xgb - bsp%get_Xg()) - - call nurbs%finalize() - call bsp%finalize() - -contains - - !----------------------------------------------------------------------------- - function generate_Xc(num_rows, num_cols, peak_height) result(control_points) - integer, intent(in) :: num_rows, num_cols - real(rk), intent(in) :: peak_height - real(rk), allocatable :: control_points(:,:) - integer :: i, j - real(rk) :: x_spacing, y_spacing, x_offset, y_offset - x_spacing = 1.0_rk / real(num_cols - 1) - y_spacing = 1.0_rk / real(num_rows - 1) - x_offset = -0.5_rk - y_offset = -0.5_rk - allocate(control_points(num_rows * num_cols, 3)) - do i = 1, num_rows - do j = 1, num_cols - control_points((i - 1) * num_cols + j, 1) = x_offset + real(j - 1) * x_spacing - control_points((i - 1) * num_cols + j, 2) = y_offset + real(i - 1) * y_spacing - control_points((i - 1) * num_cols + j, 3) = & - peak_height * exp(-((control_points((i - 1) * num_cols + j, 1) ** 2) & - + (control_points((i - 1) * num_cols + j, 2) ** 2))) + 0.5_rk * peak_height * 0.2_rk - end do - end do - end function - !----------------------------------------------------------------------------- - -end program diff --git a/test/test_volume.f90 b/test/test_volume.f90 deleted file mode 100644 index 83fd453cb..000000000 --- a/test/test_volume.f90 +++ /dev/null @@ -1,95 +0,0 @@ -program test_volume - - use forcad, only: rk, nurbs_volume - - implicit none - type(nurbs_volume) :: nurbs, bsp - real(rk), allocatable :: Xc(:,:), Wc(:) - real(rk), allocatable :: Xg(:,:), Xgb(:,:) - real(rk) :: knot1(4), knot2(4), knot3(4) - - Xc = generate_Xc(5.0_rk) - - allocate(Wc(size(Xc,1)), source=1.0_rk) - Wc(2) = 5.0_rk - - knot1 = [0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk] - knot2 = [0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk] - knot3 = [0.0_rk, 0.0_rk, 1.0_rk, 1.0_rk] - - call nurbs%set(knot1, knot2, knot3, Xc, Wc) - call bsp%set(knot1, knot2, knot3, Xc) - - call nurbs%create(20, 20, 20) - call bsp%create(20, 20, 20) - - Xg = nurbs%get_Xg() - Xgb = bsp%get_Xg() - - call nurbs%insert_knots(1, [0.25_rk, 0.75_rk], [1,1]) - call nurbs%insert_knots(2, [0.25_rk, 0.75_rk], [1,1]) - call nurbs%insert_knots(3, [0.25_rk, 0.75_rk], [1,1]) - - call bsp%insert_knots(1, [0.25_rk, 0.75_rk], [1,1]) - call bsp%insert_knots(2, [0.25_rk, 0.75_rk], [1,1]) - call bsp%insert_knots(3, [0.25_rk, 0.75_rk], [1,1]) - - call nurbs%create() - call bsp%create() - - print*,'test 13: ', norm2(Xg - nurbs%get_Xg()) - print*,'test 14: ', norm2(Xgb - bsp%get_Xg()) - - call nurbs%elevate_degree(1, 2) - call nurbs%elevate_degree(2, 2) - call nurbs%elevate_degree(3, 2) - - call bsp%elevate_degree(1, 2) - call bsp%elevate_degree(2, 2) - call bsp%elevate_degree(3, 2) - - call nurbs%create() - call bsp%create() - - print*,'test 15: ', norm2(Xg - nurbs%get_Xg()) - print*,'test 16: ', norm2(Xgb - bsp%get_Xg()) - - call nurbs%remove_knots(1, [0.25_rk, 0.75_rk], [1,1]) - call nurbs%remove_knots(2, [0.25_rk, 0.75_rk], [1,1]) - call nurbs%remove_knots(3, [0.25_rk, 0.75_rk], [1,1]) - - call bsp%remove_knots(1, [0.25_rk, 0.75_rk], [1,1]) - call bsp%remove_knots(2, [0.25_rk, 0.75_rk], [1,1]) - call bsp%remove_knots(3, [0.25_rk, 0.75_rk], [1,1]) - - call nurbs%create() - call bsp%create() - - print*,'test 17: ', norm2(Xg - nurbs%get_Xg()) - print*,'test 18: ', norm2(Xgb - bsp%get_Xg()) - - call nurbs%finalize() - call bsp%finalize() - -contains - - !----------------------------------------------------------------------------- - function generate_Xc(L) result(control_points) - implicit none - real(rk), intent(in) :: L - real(rk), allocatable :: control_points(:,:) - real(rk) :: L2 - L2 = L / 2.0_rk - allocate(control_points(8, 3)) - control_points(1,:) = [ L2, -L2, L2] - control_points(2,:) = [ L2, -L2, -L2] - control_points(3,:) = [-L2, -L2, L2] - control_points(4,:) = [-L2, -L2, -L2] - control_points(5,:) = [ L2, L2, L2] - control_points(6,:) = [ L2, L2, -L2] - control_points(7,:) = [-L2, L2, L2] - control_points(8,:) = [-L2, L2, -L2] - end function - !----------------------------------------------------------------------------- - -end program diff --git a/vtk/1.png b/vtk/1.png new file mode 100644 index 000000000..1d13df6c9 Binary files /dev/null and b/vtk/1.png differ diff --git a/vtk/2.png b/vtk/2.png new file mode 100644 index 000000000..8ea6c04be Binary files /dev/null and b/vtk/2.png differ diff --git a/vtk/3.png b/vtk/3.png new file mode 100644 index 000000000..1826db511 Binary files /dev/null and b/vtk/3.png differ diff --git a/vtk/4.png b/vtk/4.png new file mode 100644 index 000000000..2bdc42851 Binary files /dev/null and b/vtk/4.png 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