Stability Robustness Analysis of Linear Time-Variant Systems with Both Time-Varying Structured and Unstructured Perturbations

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概要

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• The stability robustness of linear time-variant systems with both time-varying structured and unstructured perturbations is investigated by using the Lyapunov approach and some essential properties of matrix measures. Some new sufficient conditions are proposed for ensuring the linear time-variant systems with both time-varying structured and unstructured perturbations to be uniformly asymptotically stable. For the case that the linear time-variant system only subjects to time-varying structured perturbations, by mathematical analysis, the presented sufficient conditions are proved to be less conservative than the existing ones reported in the literature. The result only for structured independent time-varying perturbations case is also extended to the stability analysis of time-variant interval systems.

• 一般社団法人日本機械学会の論文
• 2000-03-15

著者

• Chen Shinn-horng

  Mechanical Engineering Department National Kaohsiung Institute Of Technology

• Chou Jyh-horng

  Mechanical And Automation Engineering Department National Kaohsiung First University Of Science And

関連論文

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• LMI Robust Stability Condition for Linear Systems with Time-Varying Elemental Uncertainties, Norm-Bounded Uncertainties and Delay Perturbations
• Stability Robustness Analysis of Linear Time-Variant Systems with Both Time-Varying Structured and Unstructured Perturbations
• Stability Robustness of Singular Systems with Time-Varying Structured Parameter Uncertainties
• Stabilization of Linear Uncertain Discrete-Time Systems with Nonlinear Actuators

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