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L∞Control with Finite-Time Stability for Switched Systems under Asynchronous Switching

机译:异步切换下具有有限时间稳定性的L∞控制

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This paper is concerned with the problem of controller design for switched systems under asynchronous switching with exogenous disturbances. The attention is focused on designing the feedback controller that guarantees the finite-time bounded andL∞finite-time stability of the dynamic system. Firstly, when there exists asynchronous switching between the controller and the system, a sufficient condition for the existence of stabilizing switching law for the addressed switched system is derived. It is proved that the switched system is finite-time stabilizable under asynchronous switching satisfying the average dwell-time condition. Furthermore, the problem ofL∞control for switched systems under asynchronous switching is also investigated. Finally, a numerical example is given to illustrate the effectiveness of the proposed method.
机译:本文关注的是具有外在干扰的异步切换下切换系统的控制器设计问题。注意力集中在设计保证动态系统的有限时间有界和L∞有限时间稳定性的反馈控制器上。首先,当控制器和系统之间存在异步切换时,就为被寻址的切换系统导出了稳定切换定律存在的充分条件。证明了在满足平均停留时间条件的异步切换下,切换系统是有限时间稳定的。此外,还研究了异步切换下切换系统的L∞控制问题。最后,通过数值算例说明了该方法的有效性。

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