Feedback stability for dissipative switched systems

Paschalis Karalis, Eva Navarro Lopez

    Research output: Other contributionpeer-review

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    A method is proposed to infer Lyapunov and asymptotic stability properties for
    switching systems, under arbitrary continuous-state feedback. Continuous-time systems which are dissipative in the multiple-storage function sense are considered. A partition of the state space, induced by the cross-supply rates and the feedback function, is used to derive conditions for stability. It is argued that the conditions proposed here are more straightforward to check, when compared to those proposed by other approaches in the literature. Some numerical examples are offered to illustrate this point.
    Original languageEnglish
    TypeResearch paper submitted to the best international conference of control
    Media of outputConference
    PublisherInternational Federation of Automatic Control (IFAC)
    Number of pages7
    Place of Publication20th IFAC World Congress
    Publication statusPublished - 9 Jul 2017


    • Stability analysis
    • Dissipativity properties
    • Switching systems
    • Nonlinear behavior
    • Nonlinear design
    • Nonlinear analysis
    • Hybrid systems


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