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Graphical Computation of Gain and Phase Margin Specifications-oriented Robust PID Controllers for Uncertain Systems with Time-varying Delay

机译:不确定时滞系统针对增益和相位裕度规格的鲁棒PID控制器的图形计算

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In this paper, a novel graphical method is proposed for computing all feasible gain and phase margin specifications-oriented robust PID controllers to stabilize uncertain systems with time-varying delay. A virtual gain phase margin tester compensator is incorporated. The coefficient values of the characteristic equation of the considered system are overbounded and eight vertex Kharitonov polynomials are obtained. The stability equation method accompanied with parameter plane analysis is carried out to portray the constant gain margin and phase margin boundaries. The feasible controllers which stabilize every one of the eight vertex polynomials are identified. The union region of the useful specifications-oriented parameter region of each vertex polynomial is the Kharitonov region which represents all of the admissible specifications-oriented robust PID controller gains set. A computer simulation is provided to demonstrate the effectiveness and confirm validity of the proposed controller.
机译:本文提出了一种新颖的图形方法,用于计算所有可行的面向增益和相位裕度规范的鲁棒PID控制器,以稳定具有时变时滞的不确定系统。内置了虚拟增益相位裕度测试仪补偿器。所考虑系统的特征方程的系数值被越界,并且获得了八个顶点哈里托诺夫多项式。进行了带有参数平面分析的稳定性方程方法来描绘恒定增益裕度和相位裕度边界。确定使八个顶点多项式中的每一个稳定的可行控制器。每个顶点多项式的有用的,以规格为导向的参数区域的并集区域为Kharitonov区域,该区域表示所有可接受的,以规格为导向的鲁棒PID控制器增益集。提供了计算机仿真以证明所提出控制器的有效性并确认其有效性。

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