Robustness of Eigenvalue-Clustering in a Ring Region for Linear Perturbed Discrete Time-Delay Systems

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概要

• 論文の詳細を見る

• In this paper, under the assumption that all the eigenvalues of a linear nominal discrete time-delay system lie within a specified ring region, a sufficient condition is proposed to preserve the assumed property when the structured parameter perturbations are added into the linear nominal discrete time-delay system. For the case of eigenvalue-clustering in a circular region, and for the case of not including time delays, the presented sufficient condition is mathematically proved to be less conservative than those reported recently in the literature.

• 社団法人電子情報通信学会の論文
• 2001-06-01

著者

• Wu Ying

  The Faculty Of Department Of Mechanical Engineering National Yunlin University Of Science And Techno

• HSIEH Chen

  the Faculty of Institute of Engineering Science and Technology, National Yunlin University of Scienc

• CHOU Jyh

  the Faculty of Department of Mechanical and Automation Engineering, National Kaohsiung First Univers

• Hsieh Chen

  The Faculty Of Institute Of Engineering Science And Technology National Yunlin University Of Science

• Chou Jyh

  The Faculty Of Department Of Mechanical And Automation Engineering National Kaohsiung First Universi

関連論文

• Robustness of Eigenvalue-Clustering in a Ring Region for Linear Perturbed Discrete Time-Delay Systems

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