用户名: 密码: 验证码:
Parameter Identification for PMSM Based on Varying Forgetting Factor Multi-innovation Stochastic Gradient Identification Algorithm
详细信息    查看官网全文
摘要
Aiming at the inaccurate result of traditional identification algorithm and the variation of motor parameters,a new algorithm based on time varying forgetting factor multi-innovation stochastic gradient is proposed.Based on the voltage equation of permanent magnet synchronous motor system,a discrete identification model is constructed.The vector control method is used to control the motor,the input and output data of the identification model is obtained,and the rotor resistance and inductance parameters are identified.Simulation results show that the algorithm can accurately identify the parameters of permanent magnet synchronous motor based on the new random gradient algorithm with variable forgetting factor.
Aiming at the inaccurate result of traditional identification algorithm and the variation of motor parameters,a new algorithm based on time varying forgetting factor multi-innovation stochastic gradient is proposed.Based on the voltage equation of permanent magnet synchronous motor system,a discrete identification model is constructed.The vector control method is used to control the motor,the input and output data of the identification model is obtained,and the rotor resistance and inductance parameters are identified.Simulation results show that the algorithm can accurately identify the parameters of permanent magnet synchronous motor based on the new random gradient algorithm with variable forgetting factor.
引文
[1]Yin Zhanwen,Si Jikai.Application Status Reviews of PLLSM[J].Micro Motors,2012,45(1):76-80.
    [2]Li Gaolin,Luo Derong,Ye Sheng.Flux-weakening Control of Permanent Magnet Synchronous Motor User in Electric Vehicles[J].Power Electronics,2010,44(6):88-89.
    [3]Rongmin C,Huixing Z,Zhongsheng H,et al.Low-speed Performance Research for Permanent Magnet Synchronous Linear Motor Based on Nonparametric Model-learning Adaptive Control[C].//Electrical Machines and Systems(ICEMS),2011 International Conference on.IEEE,2011:1-5.
    [4]Qiu Xin,Huang Wenxin,Yang Jianfei.A Direct Torque Control Strategy Based on Torque Angle for Permanent Synchronous Motors[J].Transactions of China Electrotechnical Society,2013,28(3):56-62.
    [5]Yousefi I,Ghanbari M.Parameter Estimation of Permanent Magnet Synchronous Motor Using Orthogonal Projection and Recursive Least Squares Combinatorial Algorithm[J].Mathematical Problems in Engineering,2015,2015.
    [6]Wang Qinglong,Zhang Xing,Zhang Chongwei.Double Sliding-mode Model Reference Adaptive System Speed Identification for Vector Control of Permanent Magnet Synchronous Motors[J].Proceedings of the SCEE,2014,34(6):897-902.
    [7]Cao Yang,Research on Parameter Identification of Permanent Magnet Synchronous Motor[D].ShanDong University,2014.
    [8]Ding F,Chen H,Li M.Multi-innovation Least Squares Identification Methods Based on The Auxiliary Model for MISO Systems[J].Applied Mathematics and Computation,2007,187(2):658-668.
    [9]Ding Feng,Xiao Deyun,Ding Tao.Multi-innovation Stochastic gradient identification method[J].Control Theory&Applications,2004,20(6):870-874.
    [10]Ding F,Chen T.Performance Analysis of Multi-innovation Gradient Type Identification Methods[J].Automatica,2007,43(1):1-14.
    [11]LIU Yingyu,SHEN Dongri,CHEN Yijun,LI rong.Multi-innovation stochastic gradient identification algorithm based on feedforward neural networks[J].Journal of Harbin University of Commerce(Natural Sciences Edition),2006,22(2):83-86.
    [12]Lu L,Zhao H,Chen B.Improved Variable Forgetting Factor Recursive Algorithm based on the Logarithmic Cost for Volterra System Identification[J].Circuits&SystemsⅡExpress Briefs IEEE Transactions on,2016:1-1.
    [13]Wu D,Song J,Shen Y.Variable forgetting factor identification algorithm for fault diagnosis of wind turbines[C]//Chinese Control and Decision Conference.2016.
    [14]Yu Li,Ding Feng,Zhang Jiabo.Convergence of Multi-innovation Stochastic Gradient Identification Methods[J].Science Technology and Engineering,2007,7(21):5475-5478.
    [15]Latawiec K J,Stanislawski R,Hunek W P,et al.Adaptive finite fractional difference with a time-varying forgetting factor[C]//International Conference on Methods and MODELS in Automation and Robotics.2012:64-69.

© 2004-2018 中国地质图书馆版权所有 京ICP备05064691号 京公网安备11010802017129号

地址:北京市海淀区学院路29号 邮编:100083

电话:办公室:(+86 10)66554848;文献借阅、咨询服务、科技查新:66554700