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Design, analysis and application of a new disturbance rejection PID for uncertain systems

机译:不确定系统新扰动PID的设计,分析与应用

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In this paper, a new disturbance rejection proportional-integral-derivative (DR-PID) scheme is proposed for a class of minimum phase plants with low relative order. The essential active disturbance rejection (ADR) mechanism that is otherwise hidden in PID control structure has been illuminated and clarified in this paper for the first time.The proposed DR-PID scheme is derived on the basis of a modified disturbance observer to embed the active disturbance rejection mechanism seamlessly in the classical PID structure. Such a DR-PID scheme is implemented in a typical two-degree-of-freedom control structure that contains a standard PID controller and a pre-filter. The internal stability condition is established by investigating the closed-loop poles according to Rouche's theorem. The ensuing internal stability condition provides effective guidelines for DR-PID design that has infinite gain margin with minimum plant information. Five numerical comparisons are performed to illustrate the effectiveness of the new DR-PID scheme. The physical realizability of the proposed DR-PID scheme is also demonstrated by experiments on a magnetic levitation system. (c) 2020 ISA. Published by Elsevier Ltd. All rights reserved.
机译:本文提出了一种新的扰动抑制比例 - 积分 - 积分衍生物(DR-PID)方案,用于一类具有低相对阶的最小相植物。在PID控制结构中以其他方式隐藏的基本有源扰动抑制(ADR)机制已经在本文中被照亮并首次阐明。该提出的DR-PID方案是根据修改的干扰观察者导出以嵌入活动的在经典PID结构中无缝扰动拒绝机制。这种DR-PID方案是以典型的二维自由度控制结构实现,该控制结构包含标准PID控制器和预过滤器。通过根据Rouche的定理来研究闭环极来建立内部稳定性条件。随后的内部稳定条件为DR-PID设计提供了有效的指导指南,具有最小植物信息的无限增益余量。执行五个数值比较以说明新的DR-PID方案的有效性。所提出的DR-PID方案的物理可实现性也通过对磁悬浮系统的实验来证明。 (c)2020 ISA。 elsevier有限公司出版。保留所有权利。

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