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用圆判据方法设计非线性观测器 被引量:1

Nonlinear Observer Design via Circle Criterion
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摘要 研究一类非线性系统的观测器设计方法 ,其中观测器误差系统中非线性部分满足一般扇区条件 .该系统的观测器误差系统可表示为线性部分与时变非线性部分反馈连接的形式 .利用满足一般扇区条件非线性系统稳定性的圆判据设计方法 ,得到观测器误差系统渐近稳定的严格正实条件 ,实现非线性观测器的设计 . Nonlinear observers are designed for a class of systems where the nonlinearity of the observer error system satisfies a general sector condition. The approach is to represent the observer error system as a feedback interconnection of a linearity and a time- varying sector nonlinearity. Using the circle criterion, if the observer error system with nonlinearity satisfying the general sector condition can be made strictly positive real,the designed nonlinear observer is asymptotically stable.
出处 《中国科学技术大学学报》 CAS CSCD 北大核心 2003年第5期606-611,共6页 JUSTC
基金 安徽省自然科学基金资助项目 (0 3 0 42 3 0 2 )
关键词 圆判据 非线性观测器 严格正实条件 circle criterion nonlinear observer strictly positive real
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参考文献7

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同被引文献9

  • 1Khalil H K.Nonlinear systems (3rd edition)[M].New Jersey:Prentice-Hall,2002.
  • 2Marino R,Tomei P.Nonlinear control design:geometric,adaptive and robust[M].London:Prentice-Hall,1995.
  • 3Kanellakopoulos I,Kokotovi(c') P V,Morse A S.Systematic design of adaptive controllers for feedback linearizable systems[J].IEEE Trans.Automat.Contr.,1991,36:1241-1253.
  • 4Kokotovi(c') P V,Arcak M.Constructive nonlinear control:a historical perspective[J].Automatica,2001,37:637-662.
  • 5Khalil H K.Adaptive output feedback control of nonlinear systems represented by input-output models[J].IEEE Trans.Automat.Contr.,1996,41:177-188.
  • 6Marino R,Tomei P.Global adaptive observers for nonlinear systems via filtered transformations[J].IEEE Trans.Automat.Contr.,1992,37:1239-1245.
  • 7Marino R,Tomei P.Adaptive observers with arbitrary exponential rate of convergence for nonlinear systems[J].IEEE Trans.Automat.Contr.,1995,40:1300-1305.
  • 8Arcak M,Kokotovi(c') P V.Nonlinear observers:a circle criterion design and robustness analysis[J].Automatica,2001,37:1923-1930.
  • 9Arcak M,Kokotovi(c') P V.Feasibility conditions for circle criterion designs[J].Syst.Contr.Lett.,2001,42:405-412.

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