Dominant pole-placement and extra conjugate-pole assignment with the PID controller

Wirote Sangtungtong, Soontaree Seangsri, S. Sujitjorn
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Abstract

This article concentrates on the progression from the recent guaranteed dominant-pole placement method to the additional pole-assignment for any of other poles so that the performance-index of the closed-loop response becomes less or minimum as possible and the response performance remains within the preset requirements. Generally the pole assignment offers an extra pair of conjugate poles at two definite points on the left half-side of the s-plane. One type of the benchmark plants is regulated by the PID controller which its three gains are provided through both these pole placement and assignment methods. The polynomial equation will be proposed to establish its roots as the existence or absence of such a pair of conjugate poles. When compared to another example ignoring the requirements, the closed-loop response will be enhanced if these conjugate poles are recognized. Without a pair of them, the response with performance nearer to the requirements will be preferred.
利用PID控制器进行主极点配置和外加共轭极点配置
本文主要讨论了从最近的保证优势极点配置方法到对任何其他极点进行额外极点配置的进展,以使闭环响应的性能指标尽可能少或最小,并且响应性能保持在预设要求之内。一般来说,极点分配在s平面左半边的两个确定点上提供一对额外的共轭极点。一类基准对象由PID控制器调节,PID控制器的三个增益是通过极点配置和赋值两种方法实现的。将提出多项式方程来确定它的根作为这样一对共轭极点的存在或不存在。与忽略要求的另一个例子相比,识别这些共轭极点将增强闭环响应。如果没有两个响应,性能更接近需求的响应将是首选。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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