滞后离散扰动奇异系统特征值区域的鲁棒性

广东工业大学学报 ›› 2000, Vol. 17 ›› Issue (3): 40-43.

滞后离散扰动奇异系统特征值区域的鲁棒性

华南理工大学自动控制工程系!广东广州510640；广东工业大学研究生处!广东广州510080；

出版日期:2000-09-13 发布日期:2000-09-13
基金资助:
国家自然科学重点基金资助课题! (699340 30 )

Robustness for Eigenvalue Region of Discrete Time-delay Perturbed Singular System

(1.Dept.of Automatic Control Eng,South China Univ.of Tech,Guangzhou 510640 China; 2.Postgraduate Education Office,GDUT,Guangzhou,510080 China)

Online:2000-09-13 Published:2000-09-13

摘要/Abstract

摘要： 对带滞后的离散扰动奇异系统 ,给出了所有广义特征值位于一个特殊区域内的充分性判据 .该区域的形状没有附加特别限制 (比如圆 ) .当所有特征值按要求限制在稳定区域内时 ,所给出的判据将成为稳定鲁棒性判据 .

王汝凉；胡刚；刘永清； . 滞后离散扰动奇异系统特征值区域的鲁棒性[J]. 广东工业大学学报, 2000, 17(3): 40-43.

Wang Ru liang 1,Hu Gang 2,Liu Yong qing 1 . Robustness for Eigenvalue Region of Discrete Time-delay Perturbed Singular System[J]. Journal of Guangdong University of Technology, 2000, 17(3): 40-43.

[1] 孙继广著.矩阵扰动分析[M]. 科学出版社, 1987

[1] S L Campbell.Singular Systems of Differential Equations. . 1980

[2] Y T Juang.Eigenvalue assignment robustness: the analysis for autonomous system matrices. International Journal of Control . 1989

[3] T J Su,W J Shyr.Robust D-stability for linear uncertain discrete time-delay systems. IEEE Transactions on Aerospace and Electronic Systems . 1994

[4] K K Shyu,K Y Liaw.D-stability analysis for discrete delay systems. Journal of the Chinese Institute of Engineers . 1995

[5] H Trinh,M aldeen.D-stability analysis of discrete-delay perturbed systems. International Journal of Control . 1995

[6] H H Rosenbrock.Structural Properties of Linear Dynamical Systems. International Journal of Control . 1974

[7] D J Hill,I M Y Mareels.Stability Theory for Differential-Algebraic Systems with Application to Power Systems. IEEE Trans. on Circuits & Systems . 1990

[8] C H Lee,T H S Li,F C Kung.D-stability analysis for discrete systems with a time delay. Systems and Control Letters . 1992

[9] N H Medamroch,D Wang.Feedback Stabilization and Tracking of Constraoned Robot. IEEE Transactions on Automatic Control . 1988

Metrics

Viewed

Full text

Abstract

Cited

Shared

Discussed