On A Frequency-Domain L-2-Stability Condition for A Class of Switched Linear Systems
Asian Control Conference（2009）
摘要
The paper is concerned with the L-2-stability analysis of linear feedback systems described by integral equations and with a time-varying (more specifically, periodic switching) feedback gain. In contrast to Lyapunov approaches widely used in the literature of switched systems, a non-Lyapunov framework is employed in this paper. The results obtained are in the frequency domain, which can be (i) applied to higher-order systems and (ii) easily verified based on the phase plot of the plant, which are illustrated by examples.
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关键词
Lyapunov methods,feedback,frequency-domain analysis,integral equations,linear systems,periodic control,stability,time-varying systems,Lyapunov approach,frequency-domain L2-stability analysis,higher-order system,integral equation,nonLyapunov framework,periodic switching,plant phase plot,switched linear feedback system,time-varying feedback gain
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