Sufficient conditions for global exponential stability of discrete switched time-delay systems with linear fractional perturbations via switching signal design

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Title:	Sufficient conditions for global exponential stability of discrete switched time-delay systems with linear fractional perturbations via switching signal design
Authors:	Lien, Chang-Hua Yu, Ker-Wei Chen, Jenq-Der Chung, Long-Yeu
Contributors:	資訊多媒體應用系
Keywords:	Switching Signal Discrete Switched System Interval Time-Varying Delay Nonnegative Inequality Linear Fractional Perturbations
Date:	2013-07
Issue Date:	2014-05-26 10:49:30 (UTC+8)
Publisher:	Springer International Publishing Ag
Abstract:	The switching signal design for global exponential stability of discrete switched systems with interval time-varying delay and linear fractional perturbations is considered in this paper. Some LMI stability criteria are proposed to design the switching signal and guarantee the global exponential stability for a discrete switched time-delay system. Nonnegative inequalities are introduced to improve the conservativeness of the proposed results. A procedure is provided to guarantee the stability of a switched system and design the switching signal. Finally, some numerical examples are illustrated to show the main results.
Relation:	Advances In Difference Equations, v.2013 n.39, pp.1-15
Appears in Collections:	[Dept. of Multimedia and Game Development] Periodical Articles

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