DocumentCode
233120
Title
Applications of adaptive CKF algorithm in short-term load forecasting of smart grid
Author
Yao Li ; Xing He ; Weidong Zhang
Author_Institution
Dept. of Autom., Shanghai Jiaotong Univ., Shanghai, China
fYear
2014
fDate
28-30 July 2014
Firstpage
8145
Lastpage
8149
Abstract
Short-term load forecasting plays a very important role in the operation of power system.Because of the strong uncertainty and nonlinear variations of smart grid, ordinary Kalman filtering algorithm used in the short-term load forecasting is of low precision and the forecasting results are not very ideal. Aiming to solve this problem, adaptive Cubature Kalman Filter(ACKF) had been proposed by introducing the noise estimator into the newly-proposed CKF filter.Combine ACKF with the bilinear models,in which daily loads in adjacent days are defined to be the input signals and daily loads at the same day in adjacent weeks are defined to be the output signals.This method can be used to forecast short-term load of smart grid. Finally, this paper takes the load data of European Intelligent Technology Network(ENUNITE) as an example.Simulation results prove that this method is effective and practical in short-term load forecasting of smart grid, which has a greater precision and wider application value comparing with CKF and traditional UKF methods.
Keywords
Kalman filters; adaptive filters; load forecasting; smart power grids; ACKF; European intelligent technology network; Kalman filtering algorithm; UKF methods; adaptive CKF algorithm; adaptive Cubature Kalman Filter; noise estimator; power system operation; short-term load forecasting; smart grid; Automation; Filtering algorithms; Kalman filters; Load forecasting; Load modeling; Smart grids; Adaptive Cubature Kalman Filter; Bilinear models; Cubature Kalman Filter; Load forecasting; Noise estimator; Short-term forecasting; Smart grid; Unscented Kalman Filter;
fLanguage
English
Publisher
ieee
Conference_Titel
Control Conference (CCC), 2014 33rd Chinese
Conference_Location
Nanjing
Type
conf
DOI
10.1109/ChiCC.2014.6896364
Filename
6896364
Link To Document