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New results on the robust stability of PID controllers with gain and phase margins for UFOPTD processes

机译:具有UFOPTD过程的具有增益和相位裕量的PID控制器的鲁棒稳定性的新结果

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摘要

This paper considers the problem of determining all the robust PID (proportional-integral-derivative) controllers in terms of the gain and phase margins (GPM) for open-loop unstable first order plus time delay (UFOPTD) processes. It is the first time that the feasible ranges of the GPM specifications provided by a PID controller are given for UFOPTD processes. A gain and phase margin tester is used to modify the original model, and the ranges of the margin specifications are derived such that the modified model can be stabilized by a stabilizing PID controller based on Hermite-Biehlers Theorem. Furthermore, we obtain all the controllers satisfying a given margin specification. Simulation studies show how to use the results to design a robust PID controller. (C) 2015 ISA. Published by Elsevier Ltd. All rights reserved.
机译:本文考虑了在开环不稳定的一阶加时滞(UFOPTD)过程的增益和相位裕量(GPM)方面确定所有鲁棒PID(比例积分微分)控制器的问题。这是首次为UFOPTD过程提供PID控制器提供的GPM规范的可行范围。使用增益和相位裕度测试仪来修改原始模型,并推导裕度规格的范围,以便可以通过基于Hermite-Biehlers定理的稳定PID控制器来稳定修改后的模型。此外,我们获得了满足给定裕度规格的所有控制器。仿真研究表明如何使用结果来设计鲁棒的PID控制器。 (C)2015 ISA。由Elsevier Ltd.出版。保留所有权利。

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