Control strategy of fractional order calculus for shunt active power filter

In view of problem that conventional PID controller is difficult to obtain satisfactory control effect due to sampling frequency and other factors, a control strategy of fractional order calculus for shunt active power filter using improved Oustaloup algorithm for solving fractional calculus was stu...

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Main Authors: MIAO Tao, LI Jun, LIU Xiao-ning, DAI Xiao-xiang
Format: Article
Language:zho
Published: Editorial Department of Industry and Mine Automation 2013-11-01
Series:Gong-kuang zidonghua
Subjects:
Online Access:http://www.gkzdh.cn/article/doi/10.7526/j.issn.1671-251X.2013.11.021
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author MIAO Tao
LI Jun
LIU Xiao-ning
DAI Xiao-xiang
author_facet MIAO Tao
LI Jun
LIU Xiao-ning
DAI Xiao-xiang
author_sort MIAO Tao
collection DOAJ
description In view of problem that conventional PID controller is difficult to obtain satisfactory control effect due to sampling frequency and other factors, a control strategy of fractional order calculus for shunt active power filter using improved Oustaloup algorithm for solving fractional calculus was studied. The Matlab simulation results show that the control strategy can better stabilize DC side voltage to set point, and can get smoother grid current which is closer to sine wave than conventional PID control strategy. Impact current at the compensation instant is small, and tracking and compensation current can track command current effectively.
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spelling doaj.art-b7189083db9a42ce9e8764afe624f2d72023-03-17T01:52:50ZzhoEditorial Department of Industry and Mine AutomationGong-kuang zidonghua1671-251X2013-11-013911808410.7526/j.issn.1671-251X.2013.11.021Control strategy of fractional order calculus for shunt active power filterMIAO Tao0LI Jun1LIU Xiao-ning2DAI Xiao-xiang3College of Automation and Electrical Engineering, Nanjing University of Technology, Nanjing 211816, ChinaCollege of Automation and Electrical Engineering, Nanjing University of Technology, Nanjing 211816, ChinaHefei Institutes of Physical Sciences, Chinese Academy of Sciences, Hefei 230031, ChinaCollege of Automation and Electrical Engineering, Nanjing University of Technology, Nanjing 211816, ChinaIn view of problem that conventional PID controller is difficult to obtain satisfactory control effect due to sampling frequency and other factors, a control strategy of fractional order calculus for shunt active power filter using improved Oustaloup algorithm for solving fractional calculus was studied. The Matlab simulation results show that the control strategy can better stabilize DC side voltage to set point, and can get smoother grid current which is closer to sine wave than conventional PID control strategy. Impact current at the compensation instant is small, and tracking and compensation current can track command current effectively.http://www.gkzdh.cn/article/doi/10.7526/j.issn.1671-251X.2013.11.021shunt active power filterfractional order calculusharmonic controlcurrent tracking
spellingShingle MIAO Tao
LI Jun
LIU Xiao-ning
DAI Xiao-xiang
Control strategy of fractional order calculus for shunt active power filter
Gong-kuang zidonghua
shunt active power filter
fractional order calculus
harmonic control
current tracking
title Control strategy of fractional order calculus for shunt active power filter
title_full Control strategy of fractional order calculus for shunt active power filter
title_fullStr Control strategy of fractional order calculus for shunt active power filter
title_full_unstemmed Control strategy of fractional order calculus for shunt active power filter
title_short Control strategy of fractional order calculus for shunt active power filter
title_sort control strategy of fractional order calculus for shunt active power filter
topic shunt active power filter
fractional order calculus
harmonic control
current tracking
url http://www.gkzdh.cn/article/doi/10.7526/j.issn.1671-251X.2013.11.021
work_keys_str_mv AT miaotao controlstrategyoffractionalordercalculusforshuntactivepowerfilter
AT lijun controlstrategyoffractionalordercalculusforshuntactivepowerfilter
AT liuxiaoning controlstrategyoffractionalordercalculusforshuntactivepowerfilter
AT daixiaoxiang controlstrategyoffractionalordercalculusforshuntactivepowerfilter