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This paper addresses the robust stabilization problem for a class of switched linear systems affected by time-varying uncertainties with saturating actuators. The objective is to design a switching law and a state feedback control law such that the closed-loop system is asymptotically stable at the origin with a large domain of attraction. Via the multiple Lyapunov functions method, sufficient conditions...
The use of network in control systems to connect controllers and sensors/actuators has become common practice. As a special case of such systems, a networked switched control system (NSCS) is studied. This paper models NSCS with network-induced delay and packet dropout as switched delay systems. Sufficient conditions for robust exponential stability are given for a class of switching signals with...
Stability issues for switched systems whose subsystems are all fuzzy systems, either continuous-time or discrete-time, are studied and new results derived. Innovated representation models for switched fuzzy systems are proposed. The single Lyapunov function method has been adopted to study the stability of this class of switched fuzzy systems. Sufficient conditions for quadratic asymptotic stability...
A switching control strategy is presented for a class of fuzzy systems. Firstly, a class of fuzzy systems is given, and in this model, switching parallel distributed compensation controller is introduced. Continuous way and discrete way are adopted to establish the stability results. Moreover, sufficient conditions for asymptotic stability are presented and stabilizing switching laws of the state-dependent...
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