期刊文献+

不确定连续线性系统鲁棒ESPR估计

Robust ESPR estimation for uncertain continuous - time linear systems
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摘要 在时域中考虑多胞不确定连续系统的鲁棒ESPR估计问题.提出了基于线性矩阵不等式处理方法,指出鲁棒ESPR估计问题可解的充分条件是一组LMI有解,并利用LMI的可行解构造了估计器的系数矩阵. The problem of extended strictly positive real (ESPR) estimation for continuous -time systems is considered in time domain. An LMI -based approach is proposed to the robust ESPR estimation problem, it is shown that this problem has a solution if a series of LMIs are feasible. Moreover, the system matrices of an admissible estimator are parameterized in terms of the solutions of the LMIs.
出处 《黑龙江大学自然科学学报》 CAS 北大核心 2005年第4期433-437,共5页 Journal of Natural Science of Heilongjiang University
基金 国家自然科学基金资助项目(60374024)
关键词 ESPR 估计 不确定性 鲁棒 ESPR estimation uncertainty robustness
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  • 1XieLH.Output feedback H∞ control of systems with parameter uncertainty[J].Int J Control,1996,63(4):741-750.
  • 2DeSouza C E Shaked U Fu M.Robust H∞ filter for continuous time varying uncertain systems with deterministic input signals[J].IEEE Trans on Signal Processing,1995,43(3):709-719.
  • 3FuM DeSouzaCE XieL.H∞ estimation for uncertain systems[J].Int J of Robust and Nonlinear Control,1992,2(1):87-105.
  • 4JinSH ParkJ B.Robust H∞filterforpolytopicuncertain systems via convex optimization[J].IEE Proc--Control Theory and Applications,2001,148(1):55-59.
  • 5Palhares R M Peres P L D.Robust H∞ filtering design with pole placement constraint via linear matrix inequalities[J].J of Optimization Theory and Applications,1999,102(2):239-261.
  • 6Yang Lu,Hou Xiaorong,Zeng Zhenbing.A complete discrimination system for polynomials. Science in China . 1996
  • 7Wang,L.Unified approach to robust performance of a class of transfer functions with multilinearly correlated perturbations. Journal of Optimization . 1998
  • 8PopovVM.HyperstabilityofAutomaticControlSystems. . 1973
  • 9DesoerCA,VidyasagarM.FeedbackSystems:Input OutputProperties. . 1975
  • 10AndersonBDO,MooreJB.LinearOptimalControl. . 1970

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