NDLI: ROBUST QUADRATIC STABILITY AND STABILIZATION WITH INTEGRITY FOR UNCERTAIN DISCRETE SINGULAR SYSTEMS ∗

Content Provider	CiteSeerX
Author	Bo, Yao Qing-Ling, Zhang Yue-Peng, Chen
Abstract	Abstract. In this paper, the problems of robust quadratic stability and stabilization with integrity are explored for uncertain discrete singular systems using algebraic Riccati inequalities. Sufficient conditions for the quadratic stability and stabilization by state feedback are given. The state feedback control law is so designed that it keeps the resultant closed loop system be quadratically stable when system actuators are at fault, i.e. the system possesses integrity. A numerical example is presented to illustrate the results.
File Format	PDF
Access Restriction	Open
Subject Keyword	State Feedback Sufficient Condition Numerical Example State Feedback Control Law Quadratic Stability Robust Quadratic Stability Uncertain Discrete Singular System Algebraic Riccati Inequality Loop System System Actuator
Content Type	Text
Resource Type	Article

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