Akbar, 2016 - Google Patents
Non-Newtonian model study for blood flow through a tapered artery with a stenosisAkbar, 2016
View HTML- Document ID
- 11864346918193495400
- Author
- Akbar N
- Publication year
- Publication venue
- Alexandria Engineering Journal
External Links
Snippet
The blood flow through a tapered artery with a stenosis is analyzed, assuming the blood as tangent hyperbolic fluid model. The resulting nonlinear implicit system of partial differential equations is solved analytically with the help of perturbation method. The expressions for …
- 210000001367 Arteries 0 title abstract description 39
Classifications
-
- G—PHYSICS
- G06—COMPUTING; CALCULATING; COUNTING
- G06F—ELECTRICAL DIGITAL DATA PROCESSING
- G06F17/00—Digital computing or data processing equipment or methods, specially adapted for specific functions
- G06F17/50—Computer-aided design
- G06F17/5009—Computer-aided design using simulation
- G06F17/5018—Computer-aided design using simulation using finite difference methods or finite element methods
Similar Documents
Publication | Publication Date | Title |
---|---|---|
Akbar | Non-Newtonian model study for blood flow through a tapered artery with a stenosis | |
Akbar et al. | Carreau fluid model for blood flow through a tapered artery with a stenosis | |
Ellahi et al. | Blood flow of Jeffrey fluid in a catherized tapered artery with the suspension of nanoparticles | |
Rahman et al. | Simultaneous effects of nanoparticles and slip on Jeffrey fluid through tapered artery with mild stenosis | |
Haowei et al. | Employing Sisko non-Newtonian model to investigate the thermal behavior of blood flow in a stenosis artery: Effects of heat flux, different severities of stenosis, and different radii of the artery | |
Abbasi et al. | Numerical analysis for MHD peristaltic transport of Carreau–Yasuda fluid in a curved channel with Hall effects | |
Mandal et al. | Effect of body acceleration on unsteady pulsatile flow of non-Newtonian fluid through a stenosed artery | |
Akbar et al. | Jeffrey fluid model for blood flow through a tapered artery with a stenosis | |
Jahangiri et al. | Numerical Study of Turbulent Pulsatile Blood Flow through Stenosed Artery Using Fluid‐Solid Interaction | |
Sadeh et al. | Computational study of blood flow inside MCA aneurysm with/without endovascular coiling | |
Ponalagusamy et al. | A study on two-layered model (Casson–Newtonian) for blood flow through an arterial stenosis: axially variable slip velocity at the wall | |
Akbar | Blood flow analysis of Prandtl fluid model in tapered stenosed arteries | |
Zaman et al. | Numerical study of unsteady blood flow through a vessel using Sisko model | |
Zhou et al. | Deformation of a compound drop through a contraction in a pressure-driven pipe flow | |
Zain et al. | Numerical solution of magnetohydrodynamics effects on a generalised power law fluid model of blood flow through a bifurcated artery with an overlapping shaped stenosis | |
Tiwari et al. | Effect of varying viscosity on two-fluid model of blood flow through constricted blood vessels: a comparative study | |
Kojic et al. | A multi-scale FE model for convective–diffusive drug transport within tumor and large vascular networks | |
Akbar | Blood flow suspension in tapered stenosed arteries for Walter's B fluid model | |
Bali et al. | Study of non-Newtonian fluid by K–L model through a non-symmetrical stenosed narrow artery | |
Zaher et al. | Elasticity Amelioration in transporting blood flow within curved stenotic tubes | |
Sankar et al. | Mathematical analysis of Carreau fluid model for blood flow in tapered constricted arteries | |
Alankaya et al. | Static analysis of laminated and sandwich composite doubly-curved shallow shells | |
Závodszky et al. | Emerging fractal patterns in a real 3D cerebral aneurysm | |
Matos et al. | Steady flows of constant-viscosity viscoelastic fluids in a planar T-junction | |
Gambaruto | Flow structures and red blood cell dynamics in arteriole of dilated or constricted cross section |