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A new stability condition for Networked Control System with time-varying delay based on delay uneven-partitioning approach

机译:基于延迟不均匀分区方法的时变延迟的网络控制系统的新稳定性条件

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In recent years, the so-called Networked Control System is used widely. Although convenient, networks introduce several problems such as network delay, data loss. In this paper, aimed at a type of Networked Control System with time-varying delay, it divides the time area into m pieces of sections unevenly at first, designs each different Lyapunov-Krasovskii functional by using triple integral approach and free-weighting matrices approach , combines with integral inequality approach to tackle the derivative of Lyapunov-Krasovskii functional. Furthermore, a new sufficient stability condition for Networked Control System with time-varying delay is derived. Finally, numerical example is given to prove the result in this paper.
机译:近年来,所谓的网络控制系统广泛使用。虽然方便,网络介绍了多个问题,如网络延迟,数据丢失。在本文中,针对一种具有时变延迟的网络控制系统,它首先不平整地将时间区域分成M片段,通过使用三个积分方法和自由加权矩阵方法设计每个不同的Lyapunov-krasovskii功能,结合了整体不平等方法来解决Lyapunov-Krasovskii功能的衍生物。此外,导出了具有时变延迟的网络控制系统的新的充分稳定性条件。最后,给出了数值例子来证明本文的结果。

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