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Analysis and design of networked control systems with long delays based on Markovian jump model

机译:基于马尔可夫跳跃模型的时滞网络控制系统的分析与设计

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A mathematical model of networked control systems (NCS) with dynamic controllers is presented when the network-induced random time-varying delays of NCS are bounded and the upper bound of which is longer than one sampling period. This paper discretizes the model of continuous-time systems, applies augmented state-space method to the model and builds a discrete-time jump system model governed by a finite state Markov process. And the necessary and sufficient conditions guaranteeing stability of the system are discussed. This paper applies interior-point algorithm to design stabilizing controllers, presents a method to get the feasible initial solution and replaces Newton direction which is generally used in the interior-point algorithm with conjugate gradient direction for simplifying the algorithm. And this improved algorithm stated above is applied effectively to the networked control system of a cart and inverted pendulum with long delays.
机译:当网络引起的NCS随机时变延迟有界且上限大于一个采样周期时,提出了带有动态控制器的网络控制系统(NCS)的数学模型。本文离散化了连续时间系统的模型,将增强状态空间方法应用于该模型,并建立了一个由有限状态马尔可夫过程控制的离散时间跳跃系统模型。讨论了保证系统稳定性的充要条件。本文将内点算法应用于稳定控制器的设计,提出了一种可行的初始解方法,并用共轭梯度方向代替了内点算法中常用的牛顿方向,以简化算法。并且,上述改进算法可以有效地应用于具有较长延迟的手推车和倒立摆的网络控制系统。

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