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CN116207748A - Regulation and control system for large-scale flexible load resources - Google Patents

Regulation and control system for large-scale flexible load resources Download PDF

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CN116207748A
CN116207748A CN202310142525.8A CN202310142525A CN116207748A CN 116207748 A CN116207748 A CN 116207748A CN 202310142525 A CN202310142525 A CN 202310142525A CN 116207748 A CN116207748 A CN 116207748A
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牛垚
孟蒙
郭慧娟
程龙
魏珂
李翔
靳伟丹
李峰
王云涛
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Jiaozuo Power Supply Co of State Grid Henan Electric Power Co Ltd
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Abstract

The invention relates to a regulation and control system for large-scale flexible load resources, which comprises a resource layer, a distributed control layer, a scheduling system layer, a primary control layer and a management layer, wherein the resource layer comprises at least one edge controller unit, and the edge controller unit comprises at least one sensor unit, at least one acquisition equipment unit and at least one control equipment unit; the distributed control layer comprises at least one secondary control center unit; the scheduling system layer comprises a source load coordination scheduling system, a random optimization scheduling system, an ultra-short term regulation strategy system and a flexible load regulation system; the first-level control layer comprises at least one management control network element unit; the management layer comprises a management server, a backup management server, a database, a backup database and a cloud server; the invention has the advantages of improving the wind power consumption level, effectively coordinating the running cost and risk of the power system, reducing the wind and light abandoning and realizing the flexible load aggregation regulation.

Description

Regulation and control system for large-scale flexible load resources
Technical Field
The invention belongs to the technical field of regulation and control systems, and particularly relates to a regulation and control system for large-scale flexible load resources.
Background
The flexible load comprises an interrupt load and an excitation load, the interrupt load and the excitation load are increasingly focused due to good peak regulation performance, renewable energy in China is developed rapidly in recent years, however, the problems of wind abandon and light abandon are still serious, the uncertainty of wind turbine and photovoltaic output influences the power generation arrangement and operation plan, the conventional large-scale wind power dispatching is to carry out 'bundling' operation on wind power in thermal power, but the probability characteristics of wind power output are not considered in the dispatching method due to the intermittence and fluctuation of wind power output, the risk level of actual operation of a system is difficult to reflect, the severity and the possibility of wind power output fluctuation cannot be coordinated comprehensively, and the requirements of large-scale wind power grid connection cannot be met by the traditional power grid operation dispatching mode and the regulation capability of a conventional unit; in addition, as the supplement of power generation scheduling, the flexible load scheduling can cut peaks and fill valleys, balance intermittent energy fluctuation and provide auxiliary services, is a regulating means for enriching power grid scheduling operation, has larger regulating potential in power grid frequency modulation and peak regulation and new energy consumption, but at present, the flexible load scheduling still has the defect of optimizing and needs to be further supplemented and perfected; therefore, it is very necessary to provide a regulation and control system for large-scale flexible load resources, which improves the wind power consumption level, effectively coordinates the running cost and risk of the power system, reduces the wind and light abandoning, and realizes the flexible load aggregation regulation and control.
Disclosure of Invention
The invention aims to overcome the defects of the prior art and provide a regulation and control system for large-scale flexible load resources, which is used for improving the wind power consumption level, effectively coordinating the running cost and risk of a power system, reducing the wind and light abandoning and realizing the flexible load aggregation regulation and control.
The purpose of the invention is realized in the following way: a regulation and control system for large-scale flexible load resources comprises a resource layer, a distributed control layer, a scheduling system layer, a primary control layer and a management layer, wherein the resource layer comprises at least one edge controller unit, and the edge controller unit comprises at least one sensor unit, at least one acquisition equipment unit and at least one control equipment unit; the distributed control layer comprises at least one secondary control center unit; the dispatching system layer comprises a source load coordination dispatching system, a random optimization dispatching system, an ultra-short term regulation strategy system and a flexible load regulation system; the first-level control layer comprises at least one management control network element unit; the management layer comprises a management server, a backup management server, a database, a backup database and a cloud server.
The distributed control layer is connected with the resource layer through a secondary control center unit, and the dispatching system layer is connected with the distributed control layer; the first-level control layer is connected with the management layer upwards and the dispatching system layer downwards through the management control network element unit.
The management server of the management layer is respectively connected with the backup management server, the database and the backup database; the backup management server is respectively connected with the management server, the database and the backup database; the database is respectively connected with the management server, the backup management server and the cloud server; and the backup database is respectively connected with the management server, the backup management server and the cloud server.
The management server comprises a source load coordination scheduling management unit, a random optimization scheduling management unit, an ultra-short term regulation strategy management unit and a flexible load regulation management unit; the source load coordination scheduling management unit, the random optimization scheduling management unit, the ultra-short-term regulation strategy management unit and the flexible load regulation management unit are correspondingly connected with the source load coordination scheduling system, the random optimization scheduling system, the ultra-short-term regulation strategy system and the flexible load regulation system respectively.
The source load coordination scheduling system adopts a power system multi-time scale source load coordination scheduling model containing large-scale wind power, and specifically comprises the following steps:
step 1: the source load coordination scheduling model for wind power consumption is considered, and specifically comprises the following steps: step 1.1: and (3) analyzing the source load characteristics of wind power consumption: the high energy load refers to the enterprise user load with higher energy value in the output value, and comprises machining, petrochemical industry and metal smelting; the control strategy of tracking wind power fluctuation in real time by utilizing high-energy load is utilized to promote the in-situ digestion of blocked wind power, especially in the period of down-peak regulation, the defect of insufficient peak regulation capacity of the conventional thermal power generating unit can be overcome, and the occurrence of abandoned wind is reduced; the equivalent load of the period t of the wind power system is as follows: p (P) E,t =P L,t -P W,t (1) Wherein P is L,t System load for period t; p (P) W,t Dispatching a force output value for the wind farm before the day of the period t; p (P) E,t Is the equivalent load of period t; the equivalent load increment for the t+1 period is: ΔP E,t+1 =ΔP L,t+1 -ΔP W,t+1 =(P L,t+1 -P L,t )-(P W,t+1 -P W,t ) (2) when the load demand of the time period t+1 increases greatly and the wind power dispatching output is obviously reduced, the following situations may occur:
Figure BDA0004087994750000031
in (1) the->
Figure BDA0004087994750000032
The maximum increment of the output force of the grid-connected thermal power generating unit in the t+1 period is set; u (u) i,t+1 For the start-stop state of the thermal power generating unit i in the period t+1, u i,t+1 =1 denotes the on state, u i,t+1 =0 indicates a shutdown state; p (P) i,t Active output of the unit i in a period t; u (U) i The rising climbing speed of the active force of the unit i is set; n is the number of thermal power generating units; Δt is the duration of a certain period;
step 2: and (3) solving a wind power-containing unit combination: the uncertainty of wind power is described by adopting a scene generation and reduction method, and the start-stop strategy of a conventional unit in day-ahead scheduling is determined by simplifying a scene set, which is specifically as follows: step 2.1: scene generation and clipping: the actual output of a wind farm can be expressed as:
Figure BDA0004087994750000033
Figure BDA0004087994750000034
in (1) the->
Figure BDA0004087994750000035
The actual output of the wind power plant in the t period; epsilon t For the prediction error of the wind power in the t period, the compliance average value is 0 standard deviation sigma t Is a normal distribution of (2); the original scene set is generated by Latin hypercube sampling, namely LHS combined with Cholesky decomposition, and is cut down by synchronous back substitution cutting method based on probability distance, thereby obtaining a simplified scene set X S The method comprises the following steps:
Figure BDA0004087994750000041
wherein X is S One of (2)The rows represent one scene;
Figure BDA0004087994750000042
The wind power is the wind power of the T period in the scene k; s is the number of scenes in the reduced scene set; step 2.2: solving a unit combination: the day-ahead start-stop decision of a conventional unit can be described as: / >
Figure BDA0004087994750000043
The initial value of the start-stop state of the unit is zero; for X S All scenes in (U) g The value of (1) is required to meet the system rotation standby constraint and the unit operation constraint;
step 3: solving a multi-time scale scheduling model: on the basis of acquiring a day-ahead unit combination through a multi-scene analysis method, a day-ahead dynamic scheduling model, a day-ahead rolling scheduling model considering high energy load and a day-ahead real-time static scheduling model are required to be solved respectively, and the method specifically comprises the following steps: step 3.1: solving a day-ahead scheduling model: the variables to be optimized of the day-ahead scheduling model are day-ahead planned output of a conventional unit and a wind farm, and an improved multi-target particle swarm algorithm is adopted to solve the variables; step 3.2: solving an intra-day rolling model: the rolling optimization is performed every 15min for 1h in the day, and the optimization period T intra For 4 time periods, variables to be optimized of the intra-day rolling model are the switching states of a conventional unit, the planned intra-day output of a wind power plant and the high-load energy load, and the following 0/1 state matrix is established aiming at the switching state variables of the high-load energy load:
Figure BDA0004087994750000044
the IMOPSO is adopted to solve the intra-day scheduling model, and the individual adopts a hybrid coding mode, and the structure is as follows: x is X m =[P NW B H ](30),
Figure BDA0004087994750000051
Wherein P is NW Is a real number matrix; b (B) H A 0/1 discrete variable matrix; the solving step of the intra-day rolling model is the same as the pre-day schedule, except for individual X m B in (B) H The matrix is updated by adopting a speed and position updating formula of a BPSO algorithm; step 3.3, solving a real-time scheduling model: the real-time scheduling is static scheduling for 15min in the future, the daily rolling output of the conventional unit is corrected according to the latest ultra-short-term wind power predicted value so that the coal consumption increment and the wind abandoning cost of the unit are minimum, the variable to be optimized is the real-time planned output of the conventional unit and a wind farm, and the PSO algorithm is adopted for solving.
The multi-time scale coordinated scheduling model of the high-energy load in the step 1.2 specifically comprises the following steps:
step 1.21: day-ahead scheduling model: (1) objective function: day time operation cost F of wind-powered electricity generation-containing power system ahead The wind curtailment cost including the conventional unit power generation cost and the wind farm can be expressed as:
Figure BDA0004087994750000052
wherein T is the total time period number of day-ahead scheduling; s is S i The starting-up cost of the unit i is set; f (f) i The running cost function of the unit i; a, a i 、b i 、c i The running cost parameter of the unit i; c W Punishment cost is given for system unit abandoned wind;
Figure BDA0004087994750000053
a predicted value of wind power before the day of a period t is used for the wind power plant; the system pollution emissions can be expressed as: / >
Figure BDA0004087994750000054
Wherein: alpha i 、β i 、γ i 、δ i The characteristic parameters of the pollutant gas emission of the thermal power unit i are as follows; (2) constraint conditions: the system power balance constraint is:
Figure BDA0004087994750000055
The system rotation reserve constraint is:
Figure BDA0004087994750000056
Wherein P is i,max 、P i,min The upper limit and the lower limit of the output power of the unit i are respectively set; ρ l A rotation reserve coefficient corresponding to the load demand; u (u) w The rotation reserve coefficient corresponding to wind power fluctuation is used; the wind farm output constraint is:
Figure BDA0004087994750000057
The operation constraint of the thermal power generating unit is as follows:
Figure BDA0004087994750000061
In (1) the->
Figure BDA0004087994750000062
Respectively the continuous start-up and stop time of the thermal power generating unit i in the period t;
Figure BDA0004087994750000063
Minimum on-off time of the unit i; d (D) i The falling climbing speed of the active force of the unit i is set;
step 1.22: rolling schedule model in day: (1) objective function: intra-day scheduling cost F considering high energy load intra The method comprises the steps of generating cost, wind abandoning cost and high-energy load operation cost of a conventional unit in a scheduling period, and can be expressed as follows:
Figure BDA0004087994750000064
Figure BDA0004087994750000065
wherein T is intra Scheduling the number of time periods for intra-day scrolling;
Figure BDA0004087994750000066
Scheduling values for the thermal power generating unit i in the day of the period t;
Figure BDA0004087994750000067
Respectively a predicted value and a scheduling value of wind power in the day of a period t; f (F) high The switching cost is high in energy load; n (N) H The number of the high-energy-carrying load groups which can be put into the system; c h Is the firsth groups of unit adjustment cost of high-energy load; b (B) h,t B is the switching state of the h group high-energy-carrying load in the period t h,t =1 represents that the h group high energy load is put into operation in the period t, B h,t =0 then indicates that the h group high energy load interrupts operation during period t; p (P) H Switching capacity for units with high energy load; the pollution emission target of the daily rolling schedule is consistent with the daily scheduling, and the daily unit scheduling output is replaced by the daily scheduling value; (2) constraint conditions: the system power balance constraint is:
Figure BDA0004087994750000068
The wind farm output constraint is:
Figure BDA0004087994750000069
The operation constraint of the thermal power generating unit is the same as that of the day-ahead scheduling; the operational constraints for high energy loads are:
Figure BDA00040879947500000610
Wherein P is H,max 、P H,min The upper limit and the lower limit of the input capacity of the high energy load are respectively; m is M H,max The maximum number of times of switching is allowed in a scheduling period T for high-energy load;
Figure BDA0004087994750000071
Continuous input and interruption time of the high-energy load h in the period t are respectively;
Figure BDA0004087994750000072
the minimum input time and the minimum interruption time of the high energy load h are respectively;
step 1.23: real-time scheduling model: (1) objective function: the real-time dispatching is to adjust the daily rolling dispatching output value of the machine set in the t+1 time period in the t time period, and the real-time dispatching cost F real The coal consumption and the wind disposal cost which comprise the unit output adjustment increase can be expressed as:
Figure BDA0004087994750000073
in (1) the- >
Figure BDA0004087994750000074
A real-time scheduling value of the thermal power generating unit i in a t+1 period;
Figure BDA0004087994750000075
Respectively a predicted value and a scheduling value of the real-time wind power in a t+1 period; (2) constraint conditions: the system power balance constraint is:
Figure BDA0004087994750000076
The wind farm output constraint is:
Figure BDA0004087994750000077
The real-time scheduling value of the thermal power generating unit can meet the output limit and the climbing limit in the formula (10).
The ultra-short term regulation strategy system adopts an MPC-based flexible load and energy storage system ultra-short term regulation strategy model, and specifically comprises the following steps:
step a1: the ultra-short term regulation model based on MPC (model predictive control) comprises an overall target and constraint conditions; wherein the overall objective is: the ultra-short term optimization regulation and control based on MPC aims at utilizing load to maximize the consumption of renewable energy sources, reducing the power of an energy storage system, the power supply quantity of a large power grid and the wind and light discarding quantity, and the overall aim of minimizing a control system is as follows:
Figure BDA0004087994750000078
wherein F is a system optimization overall target; t represents time; p (P) 1 For power supplied by the grid to the load; p (P) 2 Power supplied to the load by the renewable energy source; p (P) 3 Charging the energy storage battery with power for a renewable energy source; p (P) RER Generating total power for renewable energy sources; the constraint conditions are as follows: adjustable flexible load constraint: the flexible load is mostly air conditioner load, in order to ensure user comfort and economy and flexible load working condition, the adjustable flexible load is limited in a specified range: p (P) LFmin ≤P LF (t)≤P LFmax (49) Wherein P is LF Is an adjustable flexible negativeA lotus; p (P) LFmin 、P LFmax Respectively the minimum value and the maximum value of the adjustable flexible load; power balance constraint: in order to ensure the normal operation of the electric equipment, the regulation and control of the flexible load and the energy storage system are required to meet the power balance of the power grid, namely: p (P) 1 (t)+P 2 (t)±P 4 (t)=P LS (t)±P LF (t) (50) wherein P LS Is a non-adjustable load; energy storage system charge-discharge power and state of charge constraints: considering the problem of the service life of the energy storage system, in order to avoid the problems of overlarge charging and discharging power and over-charging and discharging, the charging and discharging power of the energy storage system should be limited in a specified range:
Figure BDA0004087994750000081
SOC min ≤SOC(t)≤SOC max (52) Wherein->
Figure BDA0004087994750000082
A maximum value of charging power for the energy storage system; p (P) 4 Providing power to the energy storage system for the load;
Figure BDA0004087994750000083
The maximum value of the absolute value of the discharge power of the energy storage system; SOC (State of Charge) min 、SOC max Respectively the minimum value and the maximum value of the charge state of the energy storage battery;
step a2: ultra-short time scale optimization regulation: the MPC takes predicted values of wind power generation and photovoltaic power generation as input variables, actual measured values of the wind power generation and the photovoltaic power generation as initial values, and flexible load adjustment quantity and energy storage power in a limited time domain in the future as control variables to perform rolling optimization solution;
step a3: state space conversion: -converting the objective function (48) into a single state equation and the input quantity into a single vector x (k), and the output quantity into a single output vector y (k), the inputs and outputs being expressed as:
Figure BDA0004087994750000084
Where x (k) =soc (k) is the value of SOC at time k; in a state ofThe relationship between the variables presented in the form of space is:
Figure BDA0004087994750000085
In the method, in the process of the invention,
Figure BDA0004087994750000086
three constraint conditions of formulas (49) - (51) are applicable in each regulation period, and the three constraint conditions are rewritten into a matrix form as follows:
Figure BDA0004087994750000091
For constraint (52), as the energy storage system charges and discharges, its state of charge is: x is x m (k)=x m (k-1)+b m u (k-1) (61), wherein +.>
Figure BDA0004087994750000092
η c 、η f Respectively representing the charging efficiency and the discharging efficiency of the energy storage system, and restricting the state of charge of the energy storage system in the whole regulation period to be:
Figure BDA0004087994750000093
Wherein (1)>
Figure BDA0004087994750000094
U(k)=[u T (k),u T (k+1|k),u T (k+N p |k)] T
Step a4: model solving: according to the characteristics of the state space equation of the objective function and the constraint condition, a dynamic matrix control algorithm is adopted for solving, wherein the predictive output vector Y (k) can be expressed as follows by the definition of gain: y (k) =fx (k) +Φu (k) (63), wherein,
Figure BDA0004087994750000095
the objective function is:
Figure BDA0004087994750000096
wherein,,
Figure BDA0004087994750000097
the flexible load control system adopts a flexible load aggregation control model based on cloud-edge cooperative technology, and specifically comprises the following steps:
step b1: temperature control flexible load model: the equivalent thermal parameter model can be used for simulating the thermal power process of flexible loads of an air conditioning unit, a heat pump, a water heater and a refrigerator, the air conditioning has periodic working characteristics when in operation, the indoor temperature fluctuates up and down near a certain temperature set value, when the air conditioning in a refrigerating state is started, the indoor temperature continuously drops, and when the temperature change reaches the lower limit value T of the boundary temperature set,min When the air conditioner is turned off; when the cavity is in the closed state, the temperature in the room continuously rises until reaching the upper limit value T of the boundary temperature set,max When the air conditioner is started again, the start-stop state variable s of the ith air conditioner at the time t+1 i,t+1 Indoor temperature T along with time T i,t The calculation formula of the change is as follows:
Figure BDA0004087994750000101
wherein s is i,t+1 =0 indicates that the air conditioner is turned off; s is(s) i,t+1 =1 indicates air conditioning start; indoor temperature T of ith air conditioner at time t+1 i,t+1 The calculation formula of (2) is as follows:
Figure BDA0004087994750000102
wherein: t (T) o,t+1 An outdoor temperature at time t+1; Δt is the simulation time interval;
step b2: electric automobile load model: the electric automobile is charged and discharged in the power grid through the power battery, wherein the most critical index is the battery state of charge, and the battery state of charge S of the electric automobile OC The calculation formula of (2) is as follows: (1) when the electric automobile is charged with constant power at the time t:
Figure BDA0004087994750000103
wherein, in the formula, < >>
Figure BDA0004087994750000104
The state of charge of the electric automobile i at the time t+delta t;
Figure BDA0004087994750000105
The state of charge of the electric automobile i at the time t; p (P) c,i The charging power of the electric automobile i; η (eta) c,i The charging efficiency of the electric automobile i is; c (C) i The battery capacity of the electric automobile i; (2) when the electric automobile discharges with constant power at t time interval:
Figure BDA0004087994750000106
Wherein P is d,i The discharge power of the electric automobile i; η (eta) d,i The discharge efficiency of the electric automobile i; (3) relationship between state of charge and mileage of electric vehicle: if the battery power of the electric vehicle is reduced at a constant rate in the running process, the relationship between the current charge state of the electric vehicle and the running mileage after the last charging is as follows: / >
Figure BDA0004087994750000107
In (1) the->
Figure BDA0004087994750000111
The electric automobile i is charged in the j-th network time period and leaves the charge state at the moment;
Figure BDA0004087994750000112
The initial charge state of the electric automobile i in the j+1th on-line time period is set; d the driving mileage of the electric automobile i between the jth and the (j+1) th network time periods; d is the endurance mileage of the electric automobile i;
step b3: and (3) energy storage model: the charge and discharge of the energy storage are limited by the capacity of the grid-connected device, the charge state of the energy storage is also an important constraint of the operation of the energy storage, and the charge and discharge power P of the energy storage ES Defined as positive charge and negative discharge, assuming the charge efficiency η of the energy storage system c And discharge efficiency eta d The energy storage charging and discharging efficiency alpha is as follows when the energy storage charging and discharging efficiency alpha is unchanged in the operation process:
Figure BDA0004087994750000113
wherein S is OC (t) is the state of charge of the stored energy at time t; s is S OC (0) The energy storage is in a power-on state at the initial moment; p (P) ES (t) is the charge and discharge power of the stored energy at the moment t, written as S in discrete form OC (i)=S OC (i-1)+α(i)P ES (i) Δt (71), the constraints that the energy storage discharge needs to satisfy are:
Figure BDA0004087994750000114
Wherein P is ESmin 、P ESmax The upper limit and the lower limit of the energy storage charging and discharging power are respectively set; s is S OCmin 、S OCmax The upper limit and the lower limit of the energy storage charge state are respectively;
step b4: flexible load aggregation regulation strategy analysis: firstly, an optimization target curve of a regulating quantity is determined according to the adjustable potential of the elastic load in the range governed by a dispatching center or a load gatherer, a global optimization target of regulation is formulated according to an actual economical efficiency and a fluctuation minimization target, then, a load group participating in regulation is further determined according to the load characteristic and the electricity consumption behavior prediction result in the full time domain, regulation is sequentially carried out according to the state quantity of the elastic load, and finally, the economic benefit of load regulation is evaluated after the regulation of the elastic load is completed.
The invention has the beneficial effects that: the invention relates to a regulation and control system for large-scale flexible load resources, in use, the invention combines the daily scheduling, daily rolling scheduling and real-time scheduling, adopts intelligent optimization algorithm to solve step by step, effectively improves the wind power absorption level, effectively coordinates the operation cost of a power system at risk, improves the operation benefit of the system, enhances the wind power absorption capacity of the system, rapidly responds to wind power and photovoltaic uncertainty output by ultra-short-term regulation and control of flexible adjustable load and an energy storage system, reduces wind abandon and light abandon when wind power and photovoltaic greatly suddenly changes, and realizes flexible load aggregation regulation and control; the invention has the advantages of improving the wind power consumption level, effectively coordinating the running cost and risk of the power system, reducing the wind and light abandoning and realizing the flexible load aggregation regulation.
Drawings
Fig. 1 is a schematic diagram of the present invention.
Fig. 2 is a schematic diagram of the thermal power generating unit output according to the present invention.
FIG. 3 is a flowchart of a multi-time scale source-load coordination scheduling model according to the present invention.
FIG. 4 is a block diagram of coordinated optimization control in ultra-short term according to the present invention.
Fig. 5 is a power flow diagram of the system of the present invention.
Fig. 6 is a schematic diagram of an equivalent thermal parameter model of an air conditioner according to the present invention.
FIG. 7 is a schematic diagram of a flexible load aggregation regulation strategy of the present invention.
Fig. 8 is a schematic diagram of the flexible load control function of the present invention.
Detailed Description
The invention is further described below with reference to the accompanying drawings.
Example 1
1-8, a regulation and control system for large-scale flexible load resources comprises a resource layer, a distributed control layer, a scheduling system layer, a primary control layer and a management layer, wherein the resource layer comprises at least one edge controller unit, and the edge controller unit comprises at least one sensor unit, at least one acquisition equipment unit and at least one control equipment unit; the distributed control layer comprises at least one secondary control center unit; the dispatching system layer comprises a source load coordination dispatching system, a random optimization dispatching system, an ultra-short term regulation strategy system and a flexible load regulation system; the first-level control layer comprises at least one management control network element unit; the management layer comprises a management server, a backup management server, a database, a backup database and a cloud server.
The source load coordination scheduling system adopts a power system multi-time scale source load coordination scheduling model containing large-scale wind power, and specifically comprises the following steps:
Step 1: the source load coordination scheduling model for wind power consumption is considered, and specifically comprises the following steps: step 1.1: consider the source-load characteristics of wind power absorptionAnalysis: the high energy load refers to the enterprise user load with higher energy value in the output value, and comprises machining, petrochemical industry and metal smelting; the control strategy of tracking wind power fluctuation in real time by utilizing high-energy load is utilized to promote the in-situ digestion of blocked wind power, especially in the period of down-peak regulation, the defect of insufficient peak regulation capacity of the conventional thermal power generating unit can be overcome, and the occurrence of abandoned wind is reduced; the equivalent load of the period t of the wind power system is as follows: p (P) E,t =P L,t -P W,t (1) Wherein P is L,t System load for period t; p (P) W,t Dispatching a force output value for the wind farm before the day of the period t; p (P) E,t Is the equivalent load of period t; the equivalent load increment for the t+1 period is: ΔP E,t+1 =ΔP L,t+1 -ΔP W,t+1 =(P L,t+1 -P L,t )-(P W,t+1 -P W,t ) (2) when the load demand of the time period t+1 increases greatly and the wind power dispatching output is obviously reduced, the following situations may occur:
Figure BDA0004087994750000131
in (1) the->
Figure BDA0004087994750000132
The maximum increment of the output force of the grid-connected thermal power generating unit in the t+1 period is set; u (u) i,t+1 For the start-stop state of the thermal power generating unit i in the period t+1, u i,t+1 =1 denotes the on state, u i,t+1 =0 indicates a shutdown state; p (P) i,t Active output of the unit i in a period t; u (U) i The rising climbing speed of the active force of the unit i is set; n is the number of thermal power generating units; Δt is the duration of a certain period.
In the present embodiment, as shown in FIG. 2, when
Figure BDA0004087994750000133
Equivalent load delta deltap less than t+1 time period E,t+1 When the output of the conventional unit in the t+1 period cannot meet the load demand, power shortage occurs, and in order to avoid load shedding, the wind power dispatching value P in the t period can be reduced when a dispatching plan is prepared W,t Thereby making DeltaP E,t+1 Reduced to discard windThe power supply reliability of the system is guaranteed at the cost, and a certain amount of high-load can be input in the period t to absorb the excessive wind power in the period t and cut off in the period t+1 under the operation mode of the high-load energy participating in the coordinated scheduling, so that the delta P is reduced E,t The purpose of (2); similarly, when the maximum reduction of the unit output force in the period t+1 is smaller than the reduction of the equivalent load, the wind abandoning can meet the system power balance in the period t+1, and in the coordinated scheduling mode of participation of the high-load energy load, the high-load energy load can be input in the period t+1 to consume the blocked wind power; therefore, the high-energy load is considered to participate in the coordinated scheduling of the wind power system, so that the method has practical application value for improving the power supply reliability and the wind power absorption capacity of the system; step 1.2: consider a multi-time scale coordinated scheduling model of high energy load: because the wind power prediction precision is gradually improved along with the reduction of the prediction scale and the high-load energy load is rapidly switched, a coordinated scheduling model which is gradually refined in time scale and takes the high-load energy load into consideration is established on the basis of day-ahead scheduling, and the method specifically comprises the following steps: a high-load energy load switching strategy within 1h in the future is formulated in advance of 1h in the daily rolling scheduling, and the output of a machine unit scheduled in the day is corrected; and the real-time scheduling establishes a real-time unit output value according to the latest 15-min-level wind power predicted value, and further corrects a unit output plan of the daily rolling scheduling.
Step 2: and (3) solving a wind power-containing unit combination: the uncertainty of wind power is described by adopting a scene generation and reduction method, and the start-stop strategy of a conventional unit in day-ahead scheduling is determined by simplifying a scene set, which is specifically as follows: step 2.1: scene generation and clipping: the actual output of a wind farm can be expressed as:
Figure BDA0004087994750000141
Figure BDA0004087994750000142
in (1) the->
Figure BDA0004087994750000143
The actual output of the wind power plant in the t period; epsilon t For the prediction error of the wind power in the t period, the compliance average value is assumed to beStandard deviation of 0 sigma t Is a normal distribution of (2); the original scene set is generated by Latin hypercube sampling, namely LHS combined with Cholesky decomposition, and is cut down by synchronous back substitution cutting method based on probability distance, thereby obtaining a simplified scene set X S The method comprises the following steps:
Figure BDA0004087994750000144
wherein X is S Represents a scene;
Figure BDA0004087994750000145
The wind power is the wind power of the T period in the scene k; s is the number of scenes in the reduced scene set; step 2.2: solving a unit combination: the day-ahead start-stop decision of a conventional unit can be described as:
Figure BDA0004087994750000151
The initial value of the start-stop state of the unit is zero; for X S All scenes in (U) g The value of (1) is required to meet the system rotation standby constraint and the unit operation constraint;
in the present embodiment, U g The solving process of (1) is as follows: (1) system rotation standby constraint processing: sequencing all the units according to the priority, wherein the priority coefficient of the unit i is as follows:
Figure BDA0004087994750000152
Wherein: w (w) 1 、w 2 Representing the weight coefficient; if the rotation standby constraint of the formula (8) cannot be met in the period t under the scene k, selecting a unit grid connection with the highest priority from shutdown units; (2) minimum on-off time constraint processing of a unit: on the basis of meeting the requirement of system rotation standby, only u needs to be checked i,t Whether the set of =0 violates the on-off time constraint in equation (10); when u is i,t-1 =1 and u i,t When=0, u is required to satisfy one of the following 3 cases i,t Setting 1:
Figure BDA0004087994750000153
(3) And (5) separating redundant units: minimum on-off time constraint processing may result in a crewThe start-stop decision generates excessive rotational spares to increase the running cost, so that the redundant grid-connected units need to be separated, and for the unit combination of the period t under the scene k, the rotational spares of the system can be calculated according to the following formula:
Figure BDA0004087994750000154
Sequencing grid-connected units in a period t from low to high according to priority, and when the upper limit of the output power of the units with low priority is smaller than the system rotation standby in all scenes +.>
Figure BDA0004087994750000155
When the unit is separated and the minimum on-off time constraint cannot be violated, the unit can be separated in a period t; (4) the unit substitution principle: when the load demand is reduced, the unit cannot be closed due to the constraint of starting time limit, so that excessive systems are reserved, in this case, the unit with lower priority coefficient and shorter minimum starting time can be selected to replace the original unit to be started in the peak-to-peak load period, so that the minimum output limit of the conventional unit in the peak-to-peak period is reduced;
Step 3: solving a multi-time scale scheduling model: on the basis of acquiring a day-ahead unit combination through a multi-scene analysis method, a day-ahead dynamic scheduling model, a day-ahead rolling scheduling model considering high energy load and a day-ahead real-time static scheduling model are required to be solved respectively, and the method specifically comprises the following steps: step 3.1: solving a day-ahead scheduling model: the variables to be optimized of the day-ahead scheduling model are day-ahead planned output of a conventional unit and a wind farm, and an improved multi-target particle swarm algorithm is adopted to solve the variables;
in this embodiment, the IMOPSO algorithm mainly includes the following steps: (1) initializing a population: processing population individuals according to constraint conditions (7) - (10) of a day-ahead scheduling model, solving an objective function value of each individual, comprehensively considering the output power limit and the climbing speed limit of the thermal power unit, and obtaining the planned output upper limit and the planned output lower limit of a unit i period t as follows:
Figure BDA0004087994750000161
and according to the set start-stop state limit and the peak shaving depth limit, the following correction is made for the planned output of the conventional set: for the upper bound of the unit planned output, equation (26) does not consider the effect of the period after t on the t period planned output; such as: when unit u i,t =1 and u i,t+1 When=0, P may occur i,t Greater than D i In the case of deltat, that is, the planned output reduction rate of the unit from the T period to the t+1 period violates the limit of the descending climbing rate, the planned output of the conventional unit needs to be corrected according to the start-stop strategy of the unit before the day; when u is i,t When=1, for the start-stop strategy of the unit i after the period t, the latest stop state of the unit i is set at t stop The upper planned output limit of the unit i can be expressed as:
Figure BDA0004087994750000162
Lower limit for the planned output of the machine set>
Figure BDA0004087994750000163
The method can be obtained according to the formula (26), however, when wind power is sufficient and the load demand is low, the unit is easy to operate in a deep peak regulation state, the running risk of the unit is increased, the service life of the unit is influenced, and the method is modified as follows:
Figure BDA0004087994750000164
wherein, the max {.cndot. } term limits the unit output to more than 50% of the capacity; the min {.cndot. } term indicates that the unit start-up phase and the unit stop phase can operate in a lower output state; (2) establishing an external elite set: establishing an initial external elite set according to the dominant relationship among population individuals, and guiding the evolution direction of the population; (3) population optimization: entering a main loop, carrying out updating and mutation operation on an individual according to the external elite set in each iteration, and updating the external elite set in real time until the maximum iteration times are reached; (4) and (3) optimization is finished: the external elite set finally obtained is the Pareto optimal solution set of the multi-objective optimal scheduling.
The ultra-short term regulation strategy system adopts an MPC-based flexible load and energy storage system ultra-short term regulation strategy model, and specifically comprises the following steps:
step a1: the ultra-short term regulation model based on MPC (model predictive control) comprises an overall target and constraint conditions; wherein the overall objective is: the ultra-short term optimization regulation and control based on MPC aims at utilizing load to maximize the consumption of renewable energy sources, reducing the power of an energy storage system, the power supply quantity of a large power grid and the wind and light discarding quantity, and the overall aim of minimizing a control system is as follows:
Figure BDA0004087994750000171
wherein F is a system optimization overall target; t represents time; p (P) 1 For power supplied by the grid to the load; p (P) 2 Power supplied to the load by the renewable energy source; p (P) 3 Charging the energy storage battery with power for a renewable energy source; p (P) RER Generating total power for renewable energy sources; the constraint conditions are as follows: adjustable flexible load constraint: the flexible load is mostly air conditioner load, in order to ensure user comfort and economy and flexible load working condition, the adjustable flexible load is limited in a specified range: p (P) LFmin ≤P LF (t)≤P LFmax (49) Wherein P is LF Is an adjustable flexible load; p (P) LFmin 、P LFmax Respectively the minimum value and the maximum value of the adjustable flexible load; power balance constraint: in order to ensure the normal operation of the electric equipment, the regulation and control of the flexible load and the energy storage system are required to meet the power balance of the power grid, namely: p (P) 1 (t)+P 2 (t)±P 4 (t)=P LS (t)±P LF (t) (50) wherein P LS Is a non-adjustable load; energy storage system charge-discharge power and state of charge constraints: considering the problem of the service life of the energy storage system, in order to avoid the problems of overlarge charging and discharging power and over-charging and discharging, the charging and discharging power of the energy storage system should be limited in a specified range:
Figure BDA0004087994750000172
SOC min ≤SOC(t)≤SOC max (52) Wherein->
Figure BDA0004087994750000173
Charging power for energy storage systemMaximum value of the rate; p (P) 4 Providing power to the energy storage system for the load;
Figure BDA0004087994750000174
The maximum value of the absolute value of the discharge power of the energy storage system; SOC (State of Charge) min 、SOC max Respectively the minimum value and the maximum value of the charge state of the energy storage battery;
step a2: ultra-short time scale optimization regulation: the MPC takes predicted values of wind power generation and photovoltaic power generation as input variables, actual measured values of the wind power generation and the photovoltaic power generation as initial values, and flexible load adjustment quantity and energy storage power in a limited time domain in the future as control variables to perform rolling optimization solution;
in this embodiment, the step a2 specifically includes the following steps:
step a2.1: prediction model: the flexible load adjustment quantity and the energy storage power are solved through rolling optimization, the power of a fan, a photovoltaic device and energy storage and the flexible load adjustment quantity in a limited future domain are predicted, and a prediction model is as follows:
Figure BDA0004087994750000181
Wherein y (k+ik) is the adjustment quantity of a fan, photovoltaic and energy storage active power and a flexible load at the moment k+i in the future obtained by prediction at the moment k; y is 0 (k) Is the actual initial value; deltau (k+tk) is the predicted future at time k [ k+ (t-1), k+t ]]The active output variable quantity in the time period is an optimized control variable; n (N) p Representing a prediction step size;
step a2.2: optimizing a daily function: equation (48) is an overall objective of the regulation strategy, and the regulation strategy based on the MPC needs to be optimized in each regulation period, so that an objective function is defined in each regulation period, and on the basis of the active output of wind power generation and photovoltaic power generation and the adjustable flexible load reference value, the ultra-short time scale optimization objective is set up to have minimum correction deviation of the active output, so that the ultra-short time scale active optimization scheduling secondary optimization performance index based on the MPC is established: minJ (k) =min (Y (k) -R (k)) T (Y (k) -R (k)) (54) wherein,
Figure BDA0004087994750000182
wherein P is LE Power is required for the load; vector Y (k) is the output value of the k-moment prediction model; vector R (k) is a planned value of output quantity, and comprises flexible load adjustment quantity of the generated energy of the fan and the photovoltaic power and energy storage charging and discharging quantity;
step a2.3: feedback correction: the prediction error is fed back, and the prediction output of the model is corrected through feedback information, so that closed loop optimization is formed: y is 0 (k+1)=y real (k+1) (56) wherein y real (k+1) is the actual active value measured at time k+1; y is 0 (k+1) is an initial value of active output force at the time of k+1;
step a3: state space conversion: -converting the objective function (48) into a single state equation and the input quantity into a single vector x (k), and the output quantity into a single output vector y (k), the inputs and outputs being expressed as:
Figure BDA0004087994750000191
where x (k) =soc (k) is the value of SOC at time k; the relationship between the variables presented in the form of a state space is:
Figure BDA0004087994750000192
In the method, in the process of the invention,
Figure BDA0004087994750000193
three constraint conditions of formulas (49) - (51) are applicable in each regulation period, and the three constraint conditions are rewritten into a matrix form as follows:
Figure BDA0004087994750000194
For constraint (52), as the energy storage system charges and discharges, its state of charge is: x is x m (k)=x m (k-1)+b m u (k-1) (61), wherein +.>
Figure BDA0004087994750000195
η c 、η f Respectively representing the charging efficiency and discharging efficiency of the energy storage system, and then charging the energy storage systemThe electrical state is constrained throughout the regulation cycle as:
Figure BDA0004087994750000196
Wherein (1)>
Figure BDA0004087994750000197
U(k)=[u T (k),u T (k+1|k),u T (k+N p |k)] T ;/>
Step a4: model solving: according to the characteristics of the state space equation of the objective function and the constraint condition, a dynamic matrix control algorithm is adopted for solving, wherein the predictive output vector Y (k) can be expressed as follows by the definition of gain: y (k) =fx (k) +Φu (k) (63), wherein,
Figure BDA0004087994750000201
the objective function is:
Figure BDA0004087994750000202
wherein,,
Figure BDA0004087994750000203
the flexible load control system adopts a flexible load aggregation control model based on cloud-edge cooperative technology, and specifically comprises the following steps:
Step b1: temperature control flexible load model: the equivalent thermal parameter model can be used for simulating the thermal power process of flexible loads of an air conditioning unit, a heat pump, a water heater and a refrigerator, and the equivalent thermal parameter model of the air conditioner is shown in fig. 6, wherein eta is the air conditioning energy efficiency ratio; p is the refrigerating/heating power of the air conditioning unit; t is the outdoor temperature; c is equivalent heat capacity; r is equivalent thermal resistance; the air conditioner has periodic operation characteristic, indoor temperature fluctuates around a certain set value, when the air conditioner in refrigerating state is started, the indoor temperature continuously drops, and when the temperature change reaches the lower limit value T of boundary temperature set,min When the air conditioner is turned off; when the cavity is in the closed state, the temperature in the room continuously rises until reaching the upper limit value T of the boundary temperature set,max When the air conditioner is started again, the ith air conditioner is started at time t+1Start-stop state variable s of (2) i,t+1 Indoor temperature T along with time T i,t The calculation formula of the change is as follows:
Figure BDA0004087994750000204
wherein s is i,t+1 =0 indicates that the air conditioner is turned off; s is(s) i,t+1 =1 indicates air conditioning start; indoor temperature T of ith air conditioner at time t+1 i,t+1 The calculation formula of (2) is as follows:
Figure BDA0004087994750000205
Wherein: t (T) o,t+1 An outdoor temperature at time t+1; Δt is the simulation time interval;
step b2: electric automobile load model: the electric automobile is charged and discharged in the power grid through the power battery, wherein the most critical index is the battery state of charge, and the battery state of charge S of the electric automobile OC The calculation formula of (2) is as follows: (1) when the electric automobile is charged with constant power at the time t:
Figure BDA0004087994750000211
wherein, in the formula, < >>
Figure BDA0004087994750000212
The state of charge of the electric automobile i at the time t+delta t;
Figure BDA0004087994750000213
The state of charge of the electric automobile i at the time t; p (P) c,i The charging power of the electric automobile i; η (eta) c,i The charging efficiency of the electric automobile i is; c (C) i The battery capacity of the electric automobile i; (2) when the electric automobile discharges with constant power at t time interval:
Figure BDA0004087994750000214
Wherein P is d,i The discharge power of the electric automobile i; η (eta) d,i The discharge efficiency of the electric automobile i; (3) relationship between state of charge and mileage of electric vehicle: if the battery power of the electric automobile is reduced at a constant rate in the running process, the current charge of the electric automobileThe relation between the state and the driving mileage after the last charging is:
Figure BDA0004087994750000215
In (1) the->
Figure BDA0004087994750000216
The electric automobile i is charged in the j-th network time period and leaves the charge state at the moment;
Figure BDA0004087994750000217
The initial charge state of the electric automobile i in the j+1th on-line time period is set; d the driving mileage of the electric automobile i between the jth and the (j+1) th network time periods; d is the endurance mileage of the electric automobile i;
step b3: and (3) energy storage model: the charge and discharge of the energy storage are limited by the capacity of the grid-connected device, the charge state of the energy storage is also an important constraint of the operation of the energy storage, and the charge and discharge power P of the energy storage ES Defined as positive charge and negative discharge, assuming the charge efficiency η of the energy storage system c And discharge efficiency eta d The energy storage charging and discharging efficiency alpha is as follows when the energy storage charging and discharging efficiency alpha is unchanged in the operation process:
Figure BDA0004087994750000218
wherein S is OC (t) is the state of charge of the stored energy at time t; s is S OC (0) The energy storage is in a power-on state at the initial moment; p (P) ES (t) is the charge and discharge power of the stored energy at the moment t, written as S in discrete form OC (i)=S OC (i-1)+α(i)P ES (i) Δt (71), the constraints that the energy storage discharge needs to satisfy are:
Figure BDA0004087994750000219
Wherein P is ESmin 、P ESmax The upper limit and the lower limit of the energy storage charging and discharging power are respectively set; s is S OCmin 、S OCmax The upper limit and the lower limit of the energy storage charge state are respectively;
step b4: flexible load aggregation regulation strategy analysis: firstly, an optimization target curve of a regulating quantity is determined according to the adjustable potential of the elastic load in the range governed by a dispatching center or a load aggregator, a global optimization target of regulation is formulated according to an actual economical efficiency and a fluctuation minimization target, then, a load group participating in regulation is further determined according to load characteristics and electricity consumption behavior prediction results in the whole time domain range, regulation is sequentially carried out according to the state quantity of the elastic load, finally, after the elastic load regulation is completed, the economic benefit of the load regulation is evaluated, and a flexible load aggregation regulation strategy is shown in figure 7.
The invention relates to a regulation and control system for large-scale flexible load resources, in use, the regulation and control system aims at the restriction influence of the regulation capacity of a conventional unit on wind power absorption, a high-load energy load and conventional unit coordinated operation regulation mode is provided, a multi-time scale source load coordinated regulation model is established with the aim of minimum total operation cost and pollution emission of the system on the basis, the daily scheduling, daily rolling scheduling and real-time scheduling are comprehensively matched, an intelligent optimization algorithm is adopted for solving step by step, the wind power absorption level is effectively improved, the operation cost of a power system is effectively coordinated at risk, the operation benefit of the system is improved, the capacity of the system for absorbing wind power is enhanced, wind power and photovoltaic uncertainty output is rapidly responded through ultra-short-term regulation and control of a flexible adjustable load and an energy storage system, wind power and photovoltaic uncertainty output are reduced, wind and light are abandoned when wind power and photovoltaic are greatly suddenly changed, and flexible load aggregation regulation and control is realized; the invention has the advantages of improving the wind power consumption level, effectively coordinating the running cost and risk of the power system, reducing the wind and light abandoning and realizing the flexible load aggregation regulation.

Claims (9)

1. A regulation and control system for large-scale flexible load resources comprises a resource layer, a distributed control layer, a dispatching system layer, a primary control layer and a management layer, and is characterized in that: the resource layer comprises at least one edge controller unit, wherein the edge controller unit comprises at least one sensor unit, at least one acquisition equipment unit and at least one control equipment unit; the distributed control layer comprises at least one secondary control center unit; the dispatching system layer comprises a source load coordination dispatching system, a random optimization dispatching system, an ultra-short term regulation strategy system and a flexible load regulation system; the first-level control layer comprises at least one management control network element unit; the management layer comprises a management server, a backup management server, a database, a backup database and a cloud server.
2. A large scale flexible load resource oriented regulation and control system as claimed in claim 1, wherein: the distributed control layer is connected with the resource layer through a secondary control center unit, and the dispatching system layer is connected with the distributed control layer; the first-level control layer is connected with the management layer upwards and the dispatching system layer downwards through the management control network element unit.
3. A large scale flexible load resource oriented regulation and control system as claimed in claim 2, wherein: the management server of the management layer is respectively connected with the backup management server, the database and the backup database; the backup management server is respectively connected with the management server, the database and the backup database; the database is respectively connected with the management server, the backup management server and the cloud server; and the backup database is respectively connected with the management server, the backup management server and the cloud server.
4. A large scale flexible load resource oriented regulation and control system as claimed in claim 3 wherein: the management server comprises a source load coordination scheduling management unit, a random optimization scheduling management unit, an ultra-short term regulation strategy management unit and a flexible load regulation management unit; the source load coordination scheduling management unit, the random optimization scheduling management unit, the ultra-short-term regulation strategy management unit and the flexible load regulation management unit are correspondingly connected with the source load coordination scheduling system, the random optimization scheduling system, the ultra-short-term regulation strategy system and the flexible load regulation system respectively.
5. The large-scale flexible load resource oriented regulation and control system of claim 4, wherein: the source load coordination scheduling system adopts a power system multi-time scale source load coordination scheduling model containing large-scale wind power, and specifically comprises the following steps:
step 1: the source load coordination scheduling model for wind power consumption is considered, and specifically comprises the following steps: step 1.1: and (3) analyzing the source load characteristics of wind power consumption: the high energy load refers to the enterprise user load with higher energy value in the output value, and comprises machining, petrochemical industry and metal smelting; the control strategy of tracking wind power fluctuation in real time by utilizing high-energy load is utilized to promote the in-situ digestion of blocked wind power, especially in the period of down-peak regulation, the defect of insufficient peak regulation capacity of the conventional thermal power generating unit can be overcome, and the occurrence of abandoned wind is reduced; the equivalent load of the period t of the wind power system is as follows: p (P) E,t =P L,t -P W,t (1) Wherein P is L,t System load for period t; p (P) W,t Dispatching a force output value for the wind farm before the day of the period t; p (P) E,t Is the equivalent load of period t; the equivalent load increment for the t+1 period is: ΔP E,t+1 =ΔP L,t+1 -ΔP W,t+1 =(P L,t+1 -P L,t )-(P W,t+1 -P W,t ) (2) when the load demand of the time period t+1 increases greatly and the wind power dispatching output is obviously reduced, the following situations may occur:
Figure FDA0004087994740000021
In (1) the->
Figure FDA0004087994740000022
The maximum increment of the output force of the grid-connected thermal power generating unit in the t+1 period is set; u (u) i,t+1 For the start-stop state of the thermal power generating unit i in the period t+1, u i,t+1 =1 denotes the on state, u i,t+1 =0 indicates a shutdown state; p (P) i,t Active output of the unit i in a period t; u (U) i The rising climbing speed of the active force of the unit i is set; n is the number of thermal power generating units; Δt is the duration of a certain period;
step 2: and (3) solving a wind power-containing unit combination: using scene generation and curtailment methods to describe wind powerAnd determining a start-stop strategy of a conventional unit in the day-ahead scheduling through the reduced scene set, wherein the start-stop strategy is specifically as follows: step 2.1: scene generation and clipping: the actual output of a wind farm can be expressed as:
Figure FDA0004087994740000023
Figure FDA0004087994740000024
in (1) the->
Figure FDA0004087994740000025
The actual output of the wind power plant in the t period; epsilon t For the prediction error of the wind power in the t period, the compliance average value is 0 standard deviation sigma t Is a normal distribution of (2); the original scene set is generated by Latin hypercube sampling, namely LHS combined with Cholesky decomposition, and is cut down by synchronous back substitution cutting method based on probability distance, thereby obtaining a simplified scene set X S The method comprises the following steps:
Figure FDA0004087994740000031
wherein X is S Represents a scene;
Figure FDA0004087994740000032
The wind power is the wind power of the T period in the scene k; s is the number of scenes in the reduced scene set; step 2.2: solving a unit combination: the day-ahead start-stop decision of a conventional unit can be described as: / >
Figure FDA0004087994740000033
The initial value of the start-stop state of the unit is zero; for X S All scenes in (U) g The value of (1) is required to meet the system rotation standby constraint and the unit operation constraint;
step 3: solving a multi-time scale scheduling model: on the basis of acquiring a day-ahead unit combination through a multi-scene analysis method, a day-ahead dynamic scheduling model, a day-ahead rolling scheduling model considering high energy load and a day-ahead rolling scheduling model are neededSolving the daily real-time static scheduling model respectively, wherein the method comprises the following steps of: step 3.1: solving a day-ahead scheduling model: the variables to be optimized of the day-ahead scheduling model are day-ahead planned output of a conventional unit and a wind farm, and an improved multi-target particle swarm algorithm is adopted to solve the variables; step 3.2: solving an intra-day rolling model: the rolling optimization is performed every 15min for 1h in the day, and the optimization period T intra For 4 time periods, variables to be optimized of the intra-day rolling model are the switching states of a conventional unit, the planned intra-day output of a wind power plant and the high-load energy load, and the following 0/1 state matrix is established aiming at the switching state variables of the high-load energy load:
Figure FDA0004087994740000034
the IMOPSO is adopted to solve the intra-day scheduling model, and the individual adopts a hybrid coding mode, and the structure is as follows: x is X m =[P NW B H ](30),
Figure FDA0004087994740000035
Wherein P is NW Is a real number matrix; b (B) H A 0/1 discrete variable matrix; the solving step of the intra-day rolling model is the same as the pre-day schedule, except for individual X m B in (B) H The matrix is updated by adopting a speed and position updating formula of a BPSO algorithm; step 3.3, solving a real-time scheduling model: the real-time scheduling is static scheduling for 15min in the future, the daily rolling output of the conventional unit is corrected according to the latest ultra-short-term wind power predicted value so that the coal consumption increment and the wind abandoning cost of the unit are minimum, the variable to be optimized is the real-time planned output of the conventional unit and a wind farm, and the PSO algorithm is adopted for solving.
6. The large-scale flexible load resource oriented regulation and control system of claim 5, wherein: the multi-time scale coordinated scheduling model of the high-energy load in the step 1.2 specifically comprises the following steps:
step 1.21: day-ahead scheduling model: (1) objective function: day time operation cost F of wind-powered electricity generation-containing power system ahead The wind curtailment cost including the conventional unit power generation cost and the wind farm can be expressed as:
Figure FDA0004087994740000041
wherein T is the total time period number of day-ahead scheduling; s is S i The starting-up cost of the unit i is set; f (f) i The running cost function of the unit i; a, a i 、b i 、c i The running cost parameter of the unit i; c W Punishment cost is given for system unit abandoned wind;
Figure FDA0004087994740000042
A predicted value of wind power before the day of a period t is used for the wind power plant; the system pollution emissions can be expressed as:
Figure FDA0004087994740000043
Wherein: alpha i 、β i 、γ i 、δ i The characteristic parameters of the pollutant gas emission of the thermal power unit i are as follows; (2) constraint conditions: the system power balance constraint is:
Figure FDA0004087994740000044
the system rotation reserve constraint is:
Figure FDA0004087994740000045
Wherein P is i,max 、P i,min The upper limit and the lower limit of the output power of the unit i are respectively set; ρ l A rotation reserve coefficient corresponding to the load demand; u (u) w The rotation reserve coefficient corresponding to wind power fluctuation is used; the wind farm output constraint is:
Figure FDA0004087994740000046
The operation constraint of the thermal power generating unit is as follows:
Figure FDA0004087994740000051
in (1) the->
Figure FDA0004087994740000052
Respectively the continuous start-up and stop time of the thermal power generating unit i in the period t;
Figure FDA0004087994740000053
Minimum on-off time of the unit i; d (D) i The falling climbing speed of the active force of the unit i is set;
step 1.22: rolling schedule model in day: (1) objective function: intra-day scheduling cost F considering high energy load intra The method comprises the steps of generating cost, wind abandoning cost and high-energy load operation cost of a conventional unit in a scheduling period, and can be expressed as follows:
Figure FDA0004087994740000054
Figure FDA0004087994740000055
wherein T is intra Scheduling the number of time periods for intra-day scrolling;
Figure FDA0004087994740000056
Scheduling values for the thermal power generating unit i in the day of the period t;
Figure FDA0004087994740000057
Respectively a predicted value and a scheduling value of wind power in the day of a period t; f (F) high The switching cost is high in energy load; n (N) H The number of the high-energy-carrying load groups which can be put into the system; c h Adjusting the cost for the unit of the h group high-energy load; b (B) h,t B is the switching state of the h group high-energy-carrying load in the period t h,t =1 represents that the h group high energy load is put into operation in the period t, B h,t =0 then indicates that the h group high energy load interrupts operation during period t; p (P) H Switching capacity for units with high energy load; the pollution emission target of the daily rolling schedule is consistent with the daily scheduling, and the daily unit scheduling output is replaced by the daily scheduling value; (2) constraint conditions: the system power balance constraint is:
Figure FDA0004087994740000058
The wind farm output constraint is:
Figure FDA0004087994740000059
The operation constraint of the thermal power generating unit is the same as that of the day-ahead scheduling; the operational constraints for high energy loads are:
Figure FDA00040879947400000510
Wherein P is H,max 、P H,min The upper limit and the lower limit of the input capacity of the high energy load are respectively; m is M H,max The maximum number of times of switching is allowed in a scheduling period T for high-energy load;
Figure FDA0004087994740000061
Continuous input and interruption time of the high-energy load h in the period t are respectively;
Figure FDA0004087994740000062
the minimum input time and the minimum interruption time of the high energy load h are respectively;
step 1.23: real-time scheduling model: (1) objective function: the real-time dispatching is to adjust the daily rolling dispatching output value of the machine set in the t+1 time period in the t time period, and the real-time dispatching cost F real The coal consumption and the wind disposal cost which comprise the unit output adjustment increase can be expressed as:
Figure FDA0004087994740000063
in (1) the->
Figure FDA0004087994740000064
A real-time scheduling value of the thermal power generating unit i in a t+1 period;
Figure FDA0004087994740000065
Respectively a predicted value and a scheduling value of the real-time wind power in a t+1 period; (2) constraint conditions: the system power balance constraint is:
Figure FDA0004087994740000066
the wind farm output constraint is:
Figure FDA0004087994740000067
the real-time scheduling value of the thermal power generating unit can meet the output limit and the climbing limit in the formula (10).
7. A large scale flexible load resource oriented regulation and control system as claimed in claim 1, wherein: the ultra-short term regulation strategy system adopts an MPC-based flexible load and energy storage system ultra-short term regulation strategy model, and specifically comprises the following steps:
step a1: the ultra-short term regulation model based on MPC (model predictive control) comprises an overall target and constraint conditions; wherein the overall objective is: the ultra-short term optimization regulation and control based on MPC aims at utilizing load to maximize the consumption of renewable energy sources, reducing the power of an energy storage system, the power supply quantity of a large power grid and the wind and light discarding quantity, and the overall aim of minimizing a control system is as follows:
Figure FDA0004087994740000068
wherein F is a system optimization overall target; t represents time; p (P) 1 For power supplied by the grid to the load; p (P) 2 Power supplied to the load by the renewable energy source; p (P) 3 Charging the energy storage battery with power for a renewable energy source; p (P) RER Generating total power for renewable energy sources; the constraint conditions are as follows: adjustable flexible load constraint: the flexible load is mostly air conditioner load, in order to ensure user comfort and economy and flexible load working condition, the adjustable flexible load is limited in a specified range: p (P) LFmin ≤P LF (t)≤P LFmax (49) Wherein P is LF Is an adjustable flexible load; p (P) LFmin 、P LFmax Respectively the minimum value and the maximum value of the adjustable flexible load; power balance constraint: in order to ensure the normal operation of the electric equipment, the regulation and control of the flexible load and the energy storage system are required to meet the power balance of the power grid,namely: p (P) 1 (t)+P 2 (t)±P 4 (t)=P LS (t)±P LF (t) (50) wherein P LS Is a non-adjustable load; energy storage system charge-discharge power and state of charge constraints: considering the problem of the service life of the energy storage system, in order to avoid the problems of overlarge charging and discharging power and over-charging and discharging, the charging and discharging power of the energy storage system should be limited in a specified range:
Figure FDA0004087994740000071
SOC min ≤SOC(t)≤SOC max (52) Wherein->
Figure FDA0004087994740000072
A maximum value of charging power for the energy storage system; p (P) 4 Providing power to the energy storage system for the load;
Figure FDA0004087994740000073
The maximum value of the absolute value of the discharge power of the energy storage system; SOC (State of Charge) min 、SOC max Respectively the minimum value and the maximum value of the charge state of the energy storage battery;
Step a2: ultra-short time scale optimization regulation: the MPC takes predicted values of wind power generation and photovoltaic power generation as input variables, actual measured values of the wind power generation and the photovoltaic power generation as initial values, and flexible load adjustment quantity and energy storage power in a limited time domain in the future as control variables to perform rolling optimization solution;
step a3: state space conversion: -converting the objective function (48) into a single state equation and the input quantity into a single vector x (k), and the output quantity into a single output vector y (k), the inputs and outputs being expressed as:
Figure FDA0004087994740000074
where x (k) =soc (k) is the value of SOC at time k; the relationship between the variables presented in the form of a state space is:
Figure FDA0004087994740000075
In the method, in the process of the invention,
Figure FDA0004087994740000076
three constraint conditions of formulas (49) - (51) are applicable in each regulation period, and the three constraint conditions are rewritten into a matrix form as follows:
Figure FDA0004087994740000081
For constraint (52), as the energy storage system charges and discharges, its state of charge is: x is x m (k)=x m (k-1)+b m u (k-1) (61), wherein b m =[0η cf ],η c 、η f Respectively representing the charging efficiency and the discharging efficiency of the energy storage system, and restricting the state of charge of the energy storage system in the whole regulation period to be:
Figure FDA0004087994740000082
wherein (1)>
Figure FDA0004087994740000083
U(k)=[u T (k),u T (k+1|k),u T (k+N p |k)] T
Step a4: model solving: according to the characteristics of the state space equation of the objective function and the constraint condition, a dynamic matrix control algorithm is adopted for solving, wherein the predictive output vector Y (k) can be expressed as follows by the definition of gain: y (k) =fx (k) +Φu (k) (63), wherein,
Figure FDA0004087994740000084
The objective function is:
Figure FDA0004087994740000085
wherein (1)>
Figure FDA0004087994740000086
8. The large-scale flexible load resource oriented regulation and control system of claim 7, wherein: the step a2 specifically comprises the following steps:
step a2.1: prediction model: the flexible load adjustment quantity and the energy storage power are solved through rolling optimization, the power of a fan, a photovoltaic device and energy storage and the flexible load adjustment quantity in a limited future domain are predicted, and a prediction model is as follows:
Figure FDA0004087994740000091
wherein y (k+i|k) is the adjustment quantity of a fan, photovoltaic and energy storage active power and flexible load at the moment k+i in the future obtained by prediction at the moment k; y is 0 (k) Is the actual initial value; deltau (k+t|k) is the predicted future at time k [ k+ (t-1), k+t ]]The active output variable quantity in the time period is an optimized control variable; n (N) p Representing a prediction step size;
step a2.2: optimizing a daily function: equation (48) is an overall objective of the regulation strategy, and the regulation strategy based on the MPC needs to be optimized in each regulation period, so that an objective function is defined in each regulation period, and on the basis of the active output of wind power generation and photovoltaic power generation and the adjustable flexible load reference value, the ultra-short time scale optimization objective is set up to have minimum correction deviation of the active output, so that the ultra-short time scale active optimization scheduling secondary optimization performance index based on the MPC is established: minJ (k) =min (Y (k) -R (k)) T (Y (k) -R (k)) (54) wherein,
Figure FDA0004087994740000092
wherein P is LE Power is required for the load; vector Y (k) is the output value of the k-moment prediction model; vector R (k) is a planned value of output quantity, and comprises flexible load adjustment quantity of the generated energy of the fan and the photovoltaic power and energy storage charging and discharging quantity;
step a2.3: feedback correction: the prediction error is fed back, and the prediction output of the model is corrected through feedback information, so that closed loop optimization is formed: y is 0 (k+1)=y real (k+1) (56) wherein y real (k+1) is the actual active value measured at time k+1; y is 0 (k+1) is an initial value of active force at the time of k+1.
9. A large scale flexible load resource oriented regulation and control system as claimed in claim 1, wherein: the flexible load control system adopts a flexible load aggregation control model based on cloud-edge cooperative technology, and specifically comprises the following steps:
step b1: temperature control flexible load model: the equivalent thermal parameter model can be used for simulating the thermal power process of flexible loads of an air conditioning unit, a heat pump, a water heater and a refrigerator, the air conditioning has periodic working characteristics when in operation, the indoor temperature fluctuates up and down near a certain temperature set value, when the air conditioning in a refrigerating state is started, the indoor temperature continuously drops, and when the temperature change reaches the lower limit value T of the boundary temperature set,min When the air conditioner is turned off; when the cavity is in the closed state, the temperature in the room continuously rises until reaching the upper limit value T of the boundary temperature set,max When the air conditioner is started again, the start-stop state variable s of the ith air conditioner at the time t+1 i,t+1 Indoor temperature T along with time T i,t The calculation formula of the change is as follows:
Figure FDA0004087994740000101
wherein s is i,t+1 =0 indicates that the air conditioner is turned off; s is(s) i,t+1 =1 indicates air conditioning start; indoor temperature T of ith air conditioner at time t+1 i,t+1 The calculation formula of (2) is as follows:
Figure FDA0004087994740000102
wherein: t (T) o,t+1 An outdoor temperature at time t+1; Δt is the simulation time interval; />
Step b2: electric automobile load model: the electric automobile is charged and discharged in the power grid through the power battery, wherein the most critical index is the battery state of charge, and the battery state of charge S of the electric automobile OC The calculation formula of (2) is as follows: (1) when the electric automobile is charged with constant power at the time t:
Figure FDA0004087994740000103
wherein, in the formula, < >>
Figure FDA0004087994740000104
The state of charge of the electric automobile i at the time t+delta t;
Figure FDA0004087994740000105
The state of charge of the electric automobile i at the time t; p (P) c,i The charging power of the electric automobile i; η (eta) c,i The charging efficiency of the electric automobile i is; c (C) i The battery capacity of the electric automobile i; (2) when the electric automobile discharges with constant power at t time interval:
Figure FDA0004087994740000106
Wherein P is d,i The discharge power of the electric automobile i; η (eta) d,i The discharge efficiency of the electric automobile i; (3) relationship between state of charge and mileage of electric vehicle: if the battery power of the electric vehicle is reduced at a constant rate in the running process, the relationship between the current charge state of the electric vehicle and the running mileage after the last charging is as follows: / >
Figure FDA0004087994740000107
In (1) the->
Figure FDA0004087994740000108
The electric automobile i is charged in the j-th network time period and leaves the charge state at the moment;
Figure FDA0004087994740000109
The initial charge state of the electric automobile i in the j+1th on-line time period is set; d the driving mileage of the electric automobile i between the jth and the (j+1) th network time periods; d is the endurance mileage of the electric automobile i;
step b3: and (3) energy storage model: the charge and discharge of the energy storage are limited by the capacity of the grid-connected device, the charge state of the energy storage is also an important constraint of the operation of the energy storage, and the charge and discharge power P of the energy storage ES Defined as positive charge and negative discharge, assuming charging of the energy storage systemEfficiency eta c And discharge efficiency eta d The energy storage charging and discharging efficiency alpha is as follows when the energy storage charging and discharging efficiency alpha is unchanged in the operation process:
Figure FDA0004087994740000111
wherein S is OC (t) is the state of charge of the stored energy at time t; s is S OC (0) The energy storage is in a power-on state at the initial moment; p (P) ES (t) is the charge and discharge power of the stored energy at the moment t, written as S in discrete form OC (i)=S OC (i-1)+α(i)P ES (i) Δt (71), the constraints that the energy storage discharge needs to satisfy are:
Figure FDA0004087994740000112
Wherein P is ESmin 、P ESmax The upper limit and the lower limit of the energy storage charging and discharging power are respectively set; s is S OCmin 、S OCmax The upper limit and the lower limit of the energy storage charge state are respectively;
step b4: flexible load aggregation regulation strategy analysis: firstly, an optimization target curve of a regulating quantity is determined according to the adjustable potential of the elastic load in the range governed by a dispatching center or a load gatherer, a global optimization target of regulation is formulated according to an actual economical efficiency and a fluctuation minimization target, then, a load group participating in regulation is further determined according to the load characteristic and the electricity consumption behavior prediction result in the full time domain, regulation is sequentially carried out according to the state quantity of the elastic load, and finally, the economic benefit of load regulation is evaluated after the regulation of the elastic load is completed.
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Cited By (2)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN117595345A (en) * 2024-01-17 2024-02-23 国网山西省电力公司运城供电公司 Work realization method and device of light storage straight-flexible system
CN118565061A (en) * 2024-08-02 2024-08-30 成都倍特数字能源科技有限公司 Flexible regulation and control method and terminal for air conditioner

Cited By (2)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN117595345A (en) * 2024-01-17 2024-02-23 国网山西省电力公司运城供电公司 Work realization method and device of light storage straight-flexible system
CN118565061A (en) * 2024-08-02 2024-08-30 成都倍特数字能源科技有限公司 Flexible regulation and control method and terminal for air conditioner

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