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In this paper, the problem of L2-L∞ dynamic output feedback controller design for the nonlinear switched system in the T-S fuzzy framework is investigated. First, the average dwell time approach is used to stabilize the nonlinear switched systems under an arbitrary switching law. Then, based on the piecewise Lyapunov function, the fuzzy-rule-dependent dynamic output feedback controller is designed...
This paper investigates the problem of sliding mode control (SMC) for discrete-time switched systems with repeated scalar nonlinearities. Firstly, a sufficient condition is presented to ensure the system considered to be exponentially stable with a prescribed weighed H∞ gain performance. A novel switching surface function is designed by the average dwell time technique and the diagonally dominant...
The problem of Hankel-norm output feedback control is solved for a class of T-S fuzzy stochastic systems. The dynamic output feedback controller design technique is proposed by employing fuzzy-basis-dependent Lyapunov function approach and the conversion on the Hankel-norm controller parameters. Sufficient conditions are established to design the controllers such that the resulting closed-loop system...
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