中国电机工程学报
中國電機工程學報
중국전궤공정학보
ZHONGGUO DIANJI GONGCHENG XUEBAO
2012年
4期
20-28
,共9页
李爽%王志新%王国强%吴定国
李爽%王誌新%王國彊%吳定國
리상%왕지신%왕국강%오정국
比例-积分-微分神经网络%滑模变结构控制%柔性直流输电%直接功率控制%三电平电压源型变流器%海上风电
比例-積分-微分神經網絡%滑模變結構控製%柔性直流輸電%直接功率控製%三電平電壓源型變流器%海上風電
비례-적분-미분신경망락%활모변결구공제%유성직류수전%직접공솔공제%삼전평전압원형변류기%해상풍전
PID neural network(PIDNN)%sliding-mode variable-structure control(SMVSC)%voltage-source-converter
针对传统滑模变结构控制在参数摄动时会产生颤振的不足,融合比例–积分–微分神经网络(proportional-integral-derivative neural-network,PIDNN)和滑模变结构控制的优点提出一种新的在线解决方法。建立三电平电压型柔性直流输电变流器数学模型,构造以瞬时有功、无功功率误差为滑模面的滑模变结构控制器,并用PIDNN对选定的价值函数在线训练以取得全局最优解,实时对滑模趋近律参数优化选取,结合李亚普诺夫函数对控制系统的全局稳定性进行分析。对所提控制方案采用Matlab仿真验证,结果表明该方案可使控制系统全局稳定,对参数摄动有很强的鲁棒性,最大限度地减小颤振,易于数字实现。
針對傳統滑模變結構控製在參數攝動時會產生顫振的不足,融閤比例–積分–微分神經網絡(proportional-integral-derivative neural-network,PIDNN)和滑模變結構控製的優點提齣一種新的在線解決方法。建立三電平電壓型柔性直流輸電變流器數學模型,構造以瞬時有功、無功功率誤差為滑模麵的滑模變結構控製器,併用PIDNN對選定的價值函數在線訓練以取得全跼最優解,實時對滑模趨近律參數優化選取,結閤李亞普諾伕函數對控製繫統的全跼穩定性進行分析。對所提控製方案採用Matlab倣真驗證,結果錶明該方案可使控製繫統全跼穩定,對參數攝動有很彊的魯棒性,最大限度地減小顫振,易于數字實現。
침대전통활모변결구공제재삼수섭동시회산생전진적불족,융합비례–적분–미분신경망락(proportional-integral-derivative neural-network,PIDNN)화활모변결구공제적우점제출일충신적재선해결방법。건립삼전평전압형유성직류수전변류기수학모형,구조이순시유공、무공공솔오차위활모면적활모변결구공제기,병용PIDNN대선정적개치함수재선훈련이취득전국최우해,실시대활모추근률삼수우화선취,결합리아보낙부함수대공제계통적전국은정성진행분석。대소제공제방안채용Matlab방진험증,결과표명해방안가사공제계통전국은정,대삼수섭동유흔강적로봉성,최대한도지감소전진,역우수자실현。
In this paper,an online real time method that allowed for the merger of the good features of proportional-integral-derivative(PID) neural network(PIDNN) and sliding-mode variable-structure control(SMVSC) design was presented.It can solve the chatting problem when the system input parameters exists disturbances.The mathematical model of the three-level voltage source converters(VSC) in offshore wind farms high-voltage direct-current(HVDC) transmission was developed.A new SMVSC controller based on instantaneous active and reactive power error was proposed.The PIDNN can online train the network with the chosen energy function to get the global optimal solution,which gets the optimal parameter of the sliding-mode control(SMC) in real time.In addition,analytical methods based on Lyapunov function were proposed to guarantee the convergence of tracking error.Matlab simulation results show the proposed method can make system global stability,have stronger robust under system disturbance,and can be easily applied to digital control systems.