Pole Assignment Robustness in a Specified Region for Perturbed Large-Scale Systems
スポンサーリンク
概要
- 論文の詳細を見る
The robustness of pole assignment in a specified region for perturbed large-scale systems is investigated using the Lyapunov approach. Two theorems are proposed to guarantee that all the eigenvalues of the overall perturbed large-scale system are located in a specified region. The decentralized controllers from local state feedback are designed to satisfy the requirement of robust pole assignment. An example is given to illustrate the proposed method.
- 一般社団法人日本機械学会の論文
- 1992-12-15
著者
-
CHOU Jyh-Horng
Department of Mechanical and Automation Engineering, National Kaohsiung First University of Science
-
Horng I‐r
National Sun Yat‐sen Univ. Kaohsiung Twn
-
Chou J‐h
National Kaohsiung First Univ. Sci. And Technol. Kaohsiung Twn
-
HORNGH Ing-Rong
Institute of Mechanical Engineering, National Sun Yat-Sen University
-
HO Shinn-Jang
Institute of Mechanical Engineering, National Sun Yat-Sen University
-
Ho Shinn-jang
Institute Of Mechanical Engineering National Sun Yat-sen University
-
Chou Jyh-horng
Department Of Mechanical And Automation Engineering National Kaohsiung First University Of Science A
関連論文
- Solutions of Takagi-Sugeno Fuzzy-Model-Based Dynamic Equations via Orthogonal Functions(Systems and Control)
- LMI Robust Stability Condition for Linear Systems with Time-Varying Elemental Uncertainties, Norm-Bounded Uncertainties and Delay Perturbations
- Robust Stability Measures for Discrete-Time Linear Regulators with Computational Delays
- Pole Assignment Robustness in a Specified Region for Perturbed Large-Scale Systems
- Robust Stability Bound on Linear Time-Varying Uncertainties for Linear Digital Control Systems under Finite Wordlength Effects
- Stability Robustness of the LQG System with Noise Uncertainty and Nonlinear/Linear Time-Varying Plant Perturbations
- A Robustness Measure of Eigenvalue Distribution in Complementary Regions for Perturbed Systems
- Regional Eigenvalue-Clustering Robustness Analysis for Linear Discrete Time-Delay Systems with Both Structured and Unstructured Parameter Uncertainties
- Optimal Takagi-Sugeno Fuzzy Gain-Scheduler Design Using Taguchi-MHGA Method
- New Non-Lyapunov Approach to Robust Eigenvalue-Clustering Analysis
- Robust Stability Analysis of TS-Fuzzy-Model-Based Control Systems with Both Elemental Parametric Uncertainties and Norm-Bounded Approximation Error
- Robust Stability of Time-Varying Interval Systems