Asymptotic Stability of Uniformly Bounded Nonlinear Switched SystemsReportar como inadecuado

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1 LMRS - Laboratoire de Mathématiques Raphaël Salem

Abstract : We study the asymptotic stability properties of nonlinear switched systems under the assumption of the existence of a common weak Lyapunov function. We consider the class of nonchaotic inputs, which generalize the different notions of inputs with dwell-time, and the class of general ones. For each of them we provide some sufficient conditions for asymptotic stability in terms of the geometry of certain sets. The results, which extend those of Balde, Jouan about linear systems, are illustrated by many examples.

Keywords : Switched systems Asymptotic stability Weak Lyapunov functions Chaotic signals Omega-limit sets

Autor: Philippe Jouan - Said Naciri -



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