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首页> 外文期刊>Discrete and continuous dynamical systems, Series S >ROBUST H_∞ RESILIENT EVENT-TRIGGERED CONTROL DESIGN FOR T-S FUZZY SYSTEMS
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ROBUST H_∞ RESILIENT EVENT-TRIGGERED CONTROL DESIGN FOR T-S FUZZY SYSTEMS

机译:ROBUST H_∞ RESILIENT EVENT-TRIGGERED CONTROL DESIGN FOR T-S FUZZY SYSTEMS

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摘要

This paper investigates the resilient H_∞ event-triggered controlproblem for Takagi-Sugeno fuzzy system with time-varying delay and externaldisturbance. Contrary to some existing results, the considered event-triggeredconditions are verified only at each sampling instant because it is diffcult toprove Zeno-freeness for a continuous event-triggered mechanism in the pres-ence of external disturbance. Furthermore, by constructing an appropriateLyapunov-Krasovskii functional, suffcient conditions are derived in the formof linear matrix inequalities to ensure the asymptotic stability and the H_∞performances of closed-loop systems. More precisely, the proposed control de-sign not only improve robust performance but also save the communicationresources. Finally, the obtained theoretical results are verified through nu-merical simulation, which demonstrate the effciency and advantages of theproposed method.

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