Resilient feedback stabilization of discrete-time systems with delays | OUP Journals & Magazine | IEEE Xplore

Resilient feedback stabilization of discrete-time systems with delays

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Abstract:

A class of linear, uncertain discrete-time systems with state delay is considered. We develop an linear matrix inequality (LMI)-based analysis and redesign procedures for...Show More

Abstract:

A class of linear, uncertain discrete-time systems with state delay is considered. We develop an linear matrix inequality (LMI)-based analysis and redesign procedures for improved robust stability of discrete-time systems with state delay and bounded nonlinearities. Then, we address the robust stabilization using nominal and resilient feedback designs. In both cases, the trade-off between the size of the controller gains and the bounding factors is illuminated and incorporated into the design formalism. Seeking computational convenience, all the developed results are cast in the format of LMIs and several numerical examples are presented throughout the paper.
Published in: IMA Journal of Mathematical Control and Information ( Volume: 25, Issue: 2, June 2008)
Page(s): 141 - 156
Date of Publication: June 2008

ISSN Information:


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