CN108646560A - Power of fan model parameter optimization method based on grey wolf algorithm improvement - Google Patents

Power of fan model parameter optimization method based on grey wolf algorithm improvement Download PDF

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CN108646560A
CN108646560A CN201810448294.2A CN201810448294A CN108646560A CN 108646560 A CN108646560 A CN 108646560A CN 201810448294 A CN201810448294 A CN 201810448294A CN 108646560 A CN108646560 A CN 108646560A
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grey wolf
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姚芳
姜涛
刘明宇
王洋
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Hebei University of Technology
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    • G05CONTROLLING; REGULATING
    • G05FSYSTEMS FOR REGULATING ELECTRIC OR MAGNETIC VARIABLES
    • G05F1/00Automatic systems in which deviations of an electric quantity from one or more predetermined values are detected at the output of the system and fed back to a device within the system to restore the detected quantity to its predetermined value or values, i.e. retroactive systems
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    • G05F1/67Regulating electric power to the maximum power available from a generator, e.g. from solar cell

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Abstract

The present invention relates to the power of fan model parameter optimization methods based on grey wolf algorithm improvement, and this approach includes the following steps:S1 determines the data area of wind speed data area and corresponding active power in fan operation data, determines the total amount of fan operation data;S2 determines cluster centre point by the fan operation data in K means++ algorithm process steps S1;S3, the cluster centre point acquired according to wind turbine operation data in step S1 and step S2 set object module;S4 carries out solving-optimizing, and acquire its optimal solution using grey wolf algorithm to the parameter of the object module of setting.This method is used for power of fan identification of Model Parameters according to the characteristics of fan operation data and the demand of power of fan identification of Model Parameters, improving grey wolf algorithm, acquires optimal solution.The power of fan model parameter optimization method has the characteristics that high precision, good operating stability and reliability are high.

Description

Power of fan model parameter optimization method based on grey wolf algorithm improvement
Technical field
The invention belongs to technical field of wind power generation, and in particular to a kind of optimization method of power of fan model parameter, needle The feature low to power of fan identification of Model Parameters precision improves grey wolf algorithm.
Background technology
Wind turbine power generation amount is mainly influenced by geographical location wind-resources residing for its power out-put characteristic and wind turbine.Fan operation Data are one group, and using wind speed as wind turbine, input, corresponding active power, can be largely as the two-dimensional array of power output The relationship of reflection between the two.But under operating mode, influenced by factors such as atmospheric density and turbulence intensities, wind turbine actual operating data from It dissipates and is distributed near power of fan model, the wind turbine of different size has different discrete features;It is influenced by bulk state, wind turbine work( Rate model parameter also has degeneration.
Power of fan model is generally established according to fan operation data, and modeling process uses algebraic equation, the differential equation, biography The parameter model of the forms such as delivery function expression, it is more more convenient than nonparametric model simple, it can also reflect that wind turbine is provided using wind substantially The performance in source.The identification speed of power of fan model parameter, which is speeded, to be improved with identification precision for there is the stabilization of power grids of wind power integration Property has important meaning.
Fan operation data volume is big, discrete, therefore power of fan identification of Model Parameters needs to improve identification speed and precision.Allusion quotation The power of fan identification Method of type includes based on normalization " interval method " of data group, Revised genetic algorithum etc.." section To standardize treated data group of method " in wind speed is horizontal axis, power be the longitudinal axis rectangular axes on represent and be used together line Connect the power curve as wind turbine;Revised genetic algorithum by treated, by genetic algorithm solution established by data The optimized parameter of model.Application No. is the Chinese patents of CN105069192A to disclose one kind based on genetic algorithm solution power of fan The improved method of parameter of curve model, this application recognize power of fan model parameter using Revised genetic algorithum, Running of wind generating set data are first taken by Grid Clustering and distribute weight by proposition, determine parameter model using genetic algorithm later In parameters.The method increase solving speeds, but solving precision has much room for improvement.
Invention content
The purpose of the present invention is to provide a kind of power of fan model parameter optimization methods, and this method is according to fan operation number According to the characteristics of and power of fan identification of Model Parameters demand, improve grey wolf algorithm, and distinguish for power of fan model parameter Know, acquires optimal solution.The power of fan model parameter optimization method has high precision, good operating stability and reliability height etc. Feature.
To achieve the above object, the technical scheme is that:
A kind of power of fan model parameter optimization method based on grey wolf algorithm improvement, this approach includes the following steps:
S1 determines the data area of wind speed data area and corresponding active power in fan operation data, determines that wind turbine is transported The total amount of row data;
S2 determines cluster centre point by the fan operation data in K-means++ algorithm process steps S1;
S3, the cluster centre point acquired according to wind turbine operation data in step S1 and step S2 set object module;
S4 carries out solving-optimizing, and acquire its optimal solution using grey wolf algorithm to the parameter of the object module of setting.
The above-mentioned power of fan model parameter optimization method based on grey wolf algorithm improvement, by K-means+ in the step S2 Fan operation data in+algorithm process step S1 determine that the process of cluster centre point is:
S21 gives cluster class number K, clustering convergence precision and cluster maximum iteration, and in institute's fan operation data In arbitrarily choose an object as first cluster centre;
S22 calculates all fan operation data in addition to first cluster centre at a distance from first cluster centre D, and therefrom select a new data point as second cluster centre, the larger point of D values is selected as cluster centre Probability is larger, and probability size is directly proportional to D value sizes;Then all fan operation data in addition to corresponding cluster centre are calculated The larger point of distance D, the D value of corresponding each cluster centre selected is arrived respectively, is selected the probability as cluster centre Larger, probability size is directly proportional to D value sizes;K cluster centre is chosen altogether;
S23, calculate separately each fan operation data object to all cluster centre points distance, then according to similitude Criterion is divided into it apart from nearest class;
S24, using the mean value of all objects in each class after repartitioning as new cluster centre point;
S25 judges K-means++ convergences, when new cluster centre point and the cluster centre of last moment point Between error reach clustering convergence precision or when K-means++ algorithms reach cluster maximum iteration, terminate the cluster Process, and using last cluster centre point as optimal solution, otherwise repeatedly step S23-S25 processes.
The above-mentioned power of fan model parameter optimization method based on grey wolf algorithm improvement, the object module in the step S3 For parameter logistic equation model, number of parameters is m in object module.
The above-mentioned power of fan model parameter optimization method based on grey wolf algorithm improvement is calculated using grey wolf in the step S4 Method carries out solving-optimizing to the parameter of the object module of setting, and the process for acquiring its optimal solution is:
S41 initializes wolf pack X, and grey wolf quantity is n in wolf pack, wherein any grey wolf XjFor m dimensional vectors, 1≤j≤n;If Determine the convergence precision of grey wolf algorithm maximum iteration T and grey wolf algorithm;
S42, calculates the fitness value of every grey wolf, and retains first three maximum grey wolf of fitness value:Xα、XβAnd Xδ, Middle XαFor the maximum grey wolf of fitness value;
S43, according to current Xα、XβAnd XδThe position of three grey wolves and location updating equation, update the position of each grey wolf;
S44, judges whether the standard deviation between each grey wolf position is less than the convergence precision of grey wolf algorithm, or judges current Whether iterations t is more than the grey wolf algorithm maximum iteration T of setting;If so, by XαGrey wolf exports as optimal solution, defeated Go out the corresponding parameter vector of the grey wolf, otherwise, repeats step S42-S44 processes.
The above-mentioned power of fan model parameter optimization method based on grey wolf algorithm improvement, the fitness described in step S42 Value is calculated according to fitness function, and fitness function meets following criterion:Mean absolute error MAE or root-mean-square error RMSE is bigger, and the ideal adaptation angle value of return is smaller;The definition of described MAE, RMSE is:
Wherein (vi,Pa(vi)) it is ith cluster point, viFor wind speed, Pa(vi) it is the active power for corresponding to wind speed, Pε(Xj, vi) indicate grey wolf XjWhen wind speed viThe active power value that lower object module returns, N are the number of cluster point.
The above-mentioned power of fan model parameter optimization method based on grey wolf algorithm improvement, in step S43 the position of grey wolf and Location updating equation is:
Wherein, parameterFor three grey wolves distance vector away from prey respectively, parameter A, C is and random number r1、r2Related parameter, A=a (2r1- 1), C=2r2, a is from 2 linear decreases to 0, r1、r2Be between [0,1] it is random to Amount.
Compared with prior art, the beneficial effects of the invention are as follows:
In the methods of the invention, with K-means++ algorithm improvement grey wolf algorithms, avoid that wolf pack is absorbed in local optimum can Energy property, and improved grey wolf algorithm is applied to power of fan model parameter optimizing, i.e. fan operation data pass through K-means++ After algorithm process, the calculation amount of fitness function value is only and cluster class number (cluster centre number is identical as cluster class number) is related, It is unrelated with former data so that the space complexity of data is effectively controlled, and required model solution can be improved using grey wolf algorithm Accuracy.Request for utilization number is:Mean absolute error (MAE) required by method described in the Chinese patent of CN105069192A is 158.1307, root-mean-square error (RMSE) is 214.2984, and optimal to being acquired after original data processing using the method for the present invention MAE is 138.2689, RMSE 203.1065.The former is compared, MAE and RMSE smallers obtained by the method that the application proposes, i.e., Required model precision higher.
Description of the drawings
It is specifically described the present invention by reference to attached drawing and in conjunction with example, advantages of the present invention and realization method will be more Obviously, wherein content shown in attached drawing is only used for explanation of the present invention, without constitute to the present invention in all senses on Limitation, in the accompanying drawings:
Fig. 1 is that the present invention is based on the algorithm main flow charts of the power of fan model parameter optimization method of grey wolf algorithm improvement.
Fig. 2 is the particular flow sheet of step S2 in the method for the present invention.
Fig. 3 is the particular flow sheet of step S4 in the method for the present invention.
Fig. 4 is wind speed-power scatter plot of certain wind turbine in embodiment 1.
Fig. 5 is the power of fan illustraton of model of certain wind turbine in embodiment 1 obtained by the application method.
Specific implementation mode
The invention will be further described with reference to the accompanying drawings and examples, but does not protect model in this, as to the application The restriction enclosed.
A kind of power of fan model parameter optimization method based on grey wolf algorithm improvement of the present invention, specifically includes following step Suddenly:
S1 determines the data area of wind speed data area and corresponding active power in fan operation data, determines that wind turbine is transported The total amount of row data;
S2 determines cluster centre point by the fan operation data in K-means++ algorithm process steps S1;
S3, the cluster centre point acquired according to wind turbine operation data in step S1 and step S2 set object module;
S4 carries out solving-optimizing, and acquire its optimal solution using grey wolf algorithm to the parameter of the object module of setting.
Fan operation data described in S1 is to be inputted in the wind speed average value and corresponding period of wind turbine in certain a period of time is disconnected The output wattful power of the average value of the active power of wind turbine output or the wind speed and synchronization wind turbine of input of a certain moment wind turbine Rate.
Fan operation data in the steps of K-means++ algorithm process described in S2 S1 determine the specific of cluster centre point Include the following steps:
S21 gives cluster class number K, clustering convergence precision and cluster maximum iteration, and in institute's fan operation data In arbitrarily choose an object as first cluster centre;
S22 calculates all fan operation data in addition to first cluster centre and (refers to and selected with first cluster centre The cluster centre selected) distance D, and therefrom select a new data point as second cluster centre, the larger point of D values, It is selected larger as the probability of cluster centre, probability size is directly proportional to D value sizes;Then calculate except corresponding cluster centre with Outer all fan operation data arrive the larger point of distance D, D value of the corresponding each cluster centre select respectively, selected It is taken as larger for the probability of cluster centre, probability size is directly proportional to D value sizes;K cluster centre is chosen altogether;
S23, calculate separately each fan operation data object to all cluster centre points distance, then according to similitude Criterion is divided into it apart from nearest class;
S24, using the mean value of all objects in each class after repartitioning as new cluster centre point;
S25 judges convergence, the error between new cluster centre point and the cluster centre of last moment point Reach clustering convergence precision or when algorithm reaches cluster maximum iteration, terminate the cluster process, and by last cluster Central point is as optimal solution, and otherwise (both i.e. error does not reach or iterations are inadequate either case) repeats step S23- S25 processes.
During determining cluster centre point there are many selection modes of first cluster centre, it can randomly select, Specified point can also be specified.
Object module described in S3 is parameter logistic equation model, and the process of establishing of the object module is the prior art, Number of parameters is m wherein in object module;
Grey wolf algorithm is utilized described in S4, solving-optimizing is carried out to the parameter of the object module of setting, and it is optimal to acquire its Solution, specifically includes following steps:
S41, initialization wolf pack X (X1, X2..., Xn), grey wolf quantity is n in wolf pack, wherein any grey wolf Xj(1≤j≤ N) it is m dimensional vectors;Set the convergence precision of grey wolf algorithm maximum iteration T and grey wolf algorithm;
S42, calculates the fitness value of every grey wolf, and retains first three maximum grey wolf of fitness value:Xα、XβAnd Xδ, Middle XαFor the maximum grey wolf of fitness value;
S43, according to current Xα、XβAnd XδThe position of three grey wolves and location updating equation, update the position of each grey wolf;
S44, judges whether the standard deviation between each grey wolf position is less than the convergence precision of grey wolf algorithm, or judges current Whether iterations t is more than the grey wolf algorithm maximum iteration T of setting;If so, by XαGrey wolf exports as optimal solution, defeated Go out the corresponding parameter vector of the grey wolf, otherwise (both i.e. standard deviation does not reach or iterations are inadequate either case), repeats Step S42-S44 processes.
Fitness value described in S42 is calculated according to fitness function, and fitness function should meet criterion:It is average exhausted Bigger to error MAE or root-mean-square error RMSE, the ideal adaptation angle value of return is smaller.Described MAE, RMSE are defined as follows:
Wherein (vi,Pa(vi)) it is ith cluster point, viFor wind speed, Pa(vi) it is the active power for corresponding to wind speed, Pε(Xj, vi) indicate grey wolf Xj(XjIndicate some grey wolf in above-mentioned wolf pack X.Grey wolf XjFor m dimensional vectors, as m required parameter number Value) when wind speed viThe active power value that lower object module returns, N are the number of cluster point.
The position of grey wolf described in S43 and location updating equation are as follows:
Wherein, parameterFor three grey wolves distance vector away from prey respectively, parameter A, C is and random number r1、r2Related parameter, A=a (2r1- 1), C=2r2, a is from 2 linear decreases to 0, r1、r2Be between [0,1] it is random to Amount.
Embodiment 1
The operation data of certain wind turbine such as table 1, drafting obtain two-dimensional coordinate figure, as shown in Figure 4.
Certain the fan operation data of table 1
S1:
Ranging from (3m/s, the 25m/s) of wind speed when can determine the fan operation by table 1
Ranging from (0kW, the 2100kW) of active power of output when can determine the fan operation by table 1
It can determine that the fan operation total amount of data is 20000 by table 1;
S2:
S21 determines that cluster class number K is 200, determines that convergence precision is 1.0E-6, iterations are 200 times;
S22, according to 200 data of algorithm picks as initial K cluster centre point in 20000 data given;
S23, calculate separately each data to this 200 cluster centre points distance, then according to similarity criterion by its It is divided into it apart from nearest class, (v can be expressed as by belonging to the data of z (z=1,2,3 ..., 200) number classyz,Pa(vyz)), z The total N of data in number classz(y=1,2,3 ..., Nz);
S24, new cluster centre point (vz *,Pa *(vz *)), it is represented by:
S25 judges K-means++ convergences, and when algorithm reaches convergence precision or algorithm reaches iteration time When number, terminate the cluster process, and using last cluster centre point as optimal solution, otherwise repeatedly S23-S25 processes.
S3:
Power of fan model uses typical five parameter objectives model:
Wherein v is wind speed, and P is power, and X=(a, b, c, d, g) is the special parameter vector of power of fan model, and a is pre- The peak response of phase, b are slope factor, and c is crossover position parameter, and d is minimum response, and g is asymmetry parameter.
S4:
S41, initialization wolf pack X (X1,X2,…,Xn), any of which grey wolf (Xj, 1≤j≤n) and it is 5 dimensional vectors.Setting is most Big iterations 200, convergence precision 1.0E-4;
S42, calculates the fitness value of every grey wolf, and retains first three maximum grey wolf of fitness value:Xα、XβAnd Xδ
S43, according to current Xα、XβAnd XδThe position of three grey wolves and location updating equation, update the position of each grey wolf;
S44, judges whether the standard deviation between each grey wolf position is less than setting grey wolf convergence precision, or judges current change Whether generation number t is more than the maximum iteration T of setting;If so, by XαGrey wolf exports as optimal solution, exports the grey wolf pair Otherwise the parameter vector answered repeats S42-S44 processes.
From figure 5 it can be seen that required power module agrees with well with data and the trend of known power of fan model It is consistent.With document《The association analysis of wind power plant operation data》It compares, model is closer to power of fan theory mould obtained by this patent Type plays an important role to improving power of fan precision of prediction and improving operation of power networks reliability.
Unaccomplished matter of the present invention is known technology.

Claims (6)

1. a kind of power of fan model parameter optimization method based on grey wolf algorithm improvement, this approach includes the following steps:
S1 determines the data area of wind speed data area and corresponding active power in fan operation data, determines fan operation number According to total amount;
S2 determines cluster centre point by the fan operation data in K-means++ algorithm process steps S1;
S3, the cluster centre point acquired according to wind turbine operation data in step S1 and step S2 set object module;
S4 carries out solving-optimizing, and acquire its optimal solution using grey wolf algorithm to the parameter of the object module of setting.
2. the power of fan model parameter optimization method according to claim 1 based on grey wolf algorithm improvement, feature exist By the fan operation data in K-means++ algorithm process steps S1 in the step S2, the process of cluster centre point is determined It is:
S21 gives cluster class number K, clustering convergence precision and cluster maximum iteration, and appoints in institute's fan operation data Meaning chooses an object as first cluster centre;
S22 calculates all fan operation data and first cluster centre distance D in addition to first cluster centre, and Therefrom select a new data point as second cluster centre, the larger point of D values is selected the probability as cluster centre Larger, probability size is directly proportional to D value sizes;Then all fan operation data difference in addition to corresponding cluster centre is calculated The point larger to distance D, the D value of the corresponding each cluster centre selected, be selected it is larger as the probability of cluster centre, Probability size is directly proportional to D value sizes;K cluster centre is chosen altogether;
S23, calculate separately each fan operation data object to all cluster centre points distance, then according to similarity criterion It is divided into it apart from nearest class;
S24, using the mean value of all objects in each class after repartitioning as new cluster centre point;
S25 judges K-means++ convergences, when between new cluster centre point and the cluster centre of last moment point Error reach clustering convergence precision or when K-means++ algorithms reach cluster maximum iteration, terminate the cluster process, And using last cluster centre point as optimal solution, otherwise repeatedly step S23-S25 processes.
3. the power of fan model parameter optimization method according to claim 1 based on grey wolf algorithm improvement, feature exist Object module in the step S3 is parameter logistic equation model, and number of parameters is m in object module.
4. the power of fan model parameter optimization method according to claim 3 based on grey wolf algorithm improvement, feature exist Grey wolf algorithm is utilized in the step S4, solving-optimizing is carried out to the parameter of the object module of setting, and acquire its optimal solution Process be:
S41 initializes wolf pack X, and grey wolf quantity is n in wolf pack, wherein any grey wolf XjFor m dimensional vectors, 1≤j≤n;Setting ash The convergence precision of wolf algorithm maximum iteration T and grey wolf algorithm;
S42, calculates the fitness value of every grey wolf, and retains first three maximum grey wolf of fitness value:Xα、XβAnd Xδ, wherein Xα For the maximum grey wolf of fitness value;
S43, according to current Xα、XβAnd XδThe position of three grey wolves and location updating equation, update the position of each grey wolf;
S44, judges whether the standard deviation between each grey wolf position is less than the convergence precision of grey wolf algorithm, or judges current iteration Whether number t is more than the grey wolf algorithm maximum iteration T of setting;If so, by XαGrey wolf exports as optimal solution, and output should Otherwise the corresponding parameter vector of grey wolf repeats step S42-S44 processes.
5. the power of fan model parameter optimization method according to claim 4 based on grey wolf algorithm improvement, feature exist Fitness value described in step S42 is calculated according to fitness function, and fitness function meets following criterion:It is average exhausted Bigger to error MAE or root-mean-square error RMSE, the ideal adaptation angle value of return is smaller;The definition of described MAE, RMSE is:
Wherein (vi,Pa(vi)) it is ith cluster point, viFor wind speed, Pa(vi) it is the active power for corresponding to wind speed, Pε(Xj,vi) table Show grey wolf XjWhen wind speed viThe active power value that lower object module returns, N are the number of cluster point.
6. the power of fan model parameter optimization method according to claim 4 based on grey wolf algorithm improvement, feature exist The position of grey wolf and location updating equation are in step S43:
Wherein, parameterFor three grey wolves, the distance vector away from prey, parameter A, C are and random number r respectively1、 r2Related parameter, A=a (2r1- 1), C=2r2, a is from 2 linear decreases to 0, r1、r2It is the random vector between [0,1].
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