TY - JOUR
T1 - Ensemble interpolation of missing wind turbine nacelle wind speed data in wind farms based on robust particle swarm optimized generalized regression neural network
AU - Du, Jie
AU - Sun, Hongchuan
AU - Cao, Yijia
AU - Liu, Yubao
AU - Pan, Linlin
AU - Liu, Yuewei
N1 - Publisher Copyright:
© 2019, © 2019 Taylor & Francis Group, LLC.
PY - 2019/11/14
Y1 - 2019/11/14
N2 - The integrity of wind turbine nacelle wind speed data is of great value for wind farm maintenance and wind power prediction. However, for many reasons the nacelle wind speed data are missed from one time to another. It is difficult to design an appropriate interpolation model to accurately fill in missing wind speed data because the wind evolutions are highly nonlinear and non-stationary. In this paper, an innovative statistical approach, Robust Particle Swarm Optimized Generalized Regression Neural Network (RPSO-GRNN) algorithm is proposed to achieve the high-accuracy regeneration of missing nacelle wind speed data. Firstly, the Dynamic Time Warping (DTW) method, Pearson’s Correlation Coefficients (PCC) method, and Nearest Neighbor (NN) method are applied to evaluate the similarity of wind speed data between the wind turbine that contains missing wind speed data and other available turbines, constructing three candidate member models based on GRNN. Secondly, the RPSO algorithm is applied to optimize the GRNN’s parameters. Lastly, two superior ones of the three candidate member models are selected to construct an entropy weight-based ensemble estimation model. The experimental results with the dataset from a large wind farm in the Midwest region of the United States show that: (a) DTW is superior to the PCC method and the NN method in dealing with the nonlinear similarity of wind speed data; (b) The RPSO algorithm yields more practical and accurate structure and parameters of GRNN; (c) The ensemble model with entropy weight has a sound theoretical basis, achieving best estimation and stability.
AB - The integrity of wind turbine nacelle wind speed data is of great value for wind farm maintenance and wind power prediction. However, for many reasons the nacelle wind speed data are missed from one time to another. It is difficult to design an appropriate interpolation model to accurately fill in missing wind speed data because the wind evolutions are highly nonlinear and non-stationary. In this paper, an innovative statistical approach, Robust Particle Swarm Optimized Generalized Regression Neural Network (RPSO-GRNN) algorithm is proposed to achieve the high-accuracy regeneration of missing nacelle wind speed data. Firstly, the Dynamic Time Warping (DTW) method, Pearson’s Correlation Coefficients (PCC) method, and Nearest Neighbor (NN) method are applied to evaluate the similarity of wind speed data between the wind turbine that contains missing wind speed data and other available turbines, constructing three candidate member models based on GRNN. Secondly, the RPSO algorithm is applied to optimize the GRNN’s parameters. Lastly, two superior ones of the three candidate member models are selected to construct an entropy weight-based ensemble estimation model. The experimental results with the dataset from a large wind farm in the Midwest region of the United States show that: (a) DTW is superior to the PCC method and the NN method in dealing with the nonlinear similarity of wind speed data; (b) The RPSO algorithm yields more practical and accurate structure and parameters of GRNN; (c) The ensemble model with entropy weight has a sound theoretical basis, achieving best estimation and stability.
KW - Data gap and interpolation
KW - Ensemble model based on entropy weight
KW - Generalized-regression neural network
KW - Robust particle swarm optimization
KW - Wind turbine
UR - https://www.scopus.com/pages/publications/85073540205
U2 - 10.1080/15435075.2019.1671396
DO - 10.1080/15435075.2019.1671396
M3 - Article
AN - SCOPUS:85073540205
SN - 1543-5075
VL - 16
SP - 1210
EP - 1219
JO - International Journal of Green Energy
JF - International Journal of Green Energy
IS - 14
ER -