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Suitability of PID Controllers for Unstable Processes An Issue to be tackled in Undergraduate Control Education

机译:适用于PID控制器的不稳定流程,在本科控制教育中应解决问题

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PID control is presented in undergraduate control textbooks as a universal control method while often neglecting their limitations regarding unstable processes. A major limitation is due to the introduction of a close-to-the-origin zero that undermines the damping and causes excessive overshoot. This paper illustrates the problem through examples and proposes a simple alternative configuration where the PD part is placed in parallel to the process (inner loop) while the I part is left in cascade (outer loop). It is shown that this I-PD configuration stabilizes the process and achieves desired transient response without introducing unwanted zeros. Results from tracking and disturbance rejection control for MIMO systems in state space are used to prove that I-PD control guaranties full controllability, robustness, and asymptotic tracking and disturbance rejection for second-order processes whether they are stable, integral, or unstable.
机译:PID控件以本科控制教科书呈现为通用控制方法,同时通常忽略关于不稳定过程的限制。主要限制是由于引入了近距离的零,这会破坏阻尼并导致过度过度过度。本文通过示例说明了问题,并提出了一种简单的替代配置,其中PD部分与过程(内环)平行地放置,而I部分留在级联(外环)中。结果表明,该I-PD配置稳定了该过程并在不引入不需要的零的情况下实现所需的瞬态响应。在状态空间中的MIMO系统跟踪和扰动抑制控制的结果用于证明I-PD控制保证了用于二阶流程的完全可控性,鲁棒性和渐近跟踪和扰动抑制它们是稳定的,积分还是不稳定。

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