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Stability analysis of event-triggered networked control systems with time-varying delay

机译:时变时滞事件触发网络控制系统的稳定性分析

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Networked control systems(NCSs) are facing a great challenge from the limitation of network communication resources. Event-triggered control (ETC) is often used to reduce the amount of communications while still keeping a satisfactory performance of the system, by transmitting the state measurements only when an event-triggered condition is met. However, some network-induced problems would happen inevitably, such as communication delay. The delay can degrade the control performance significantly and can even lead to instability. In this paper, we study an NCS considering both ETC and time-varying delay, which is rare in the literature. We formulate the system as a discretized piecewise linear system with exponential uncertainty. Then the model is embedded in a polytopic approximation with better structure suitable for stability analysis. Stability conditions are derived in terms of linear matrix inequalities (LMIs). Finally, the developed method is illustrated by a numerical example.
机译:由于网络通信资源的限制,网络控制系统(NCS)面临着巨大的挑战。通过仅在满足事件触发条件时才发送状态测量值,事件触发控制(ETC)通常用于减少通信量,同时仍保持令人满意的系统性能。但是,不可避免地会发生一些由网络引起的问题,例如通信延迟。延迟会大大降低控制性能,甚至可能导致不稳定。在本文中,我们研究了同时考虑ETC和时变延迟的NCS,这在文献中很少见。我们将该系统公式化为具有指数不确定性的离散分段线性系统。然后将模型嵌入具有适合稳定性分析的更好结构的多面近似中。稳定性条件是根据线性矩阵不等式(LMI)得出的。最后,通过数值例子说明了所开发的方法。

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