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MIMO PID Controller Design Based on Integral-Type Optimal Servomechanism and Its Extension to Model-Following-Type

机译:基于积分型最优伺服机构的MIMO PID控制器设计及其对模型跟随型的扩展

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摘要

This paper presents a design method of an MIMO integral preceded by proportional-derivative (I-PD) controller based on an integral-type optimal servomechanism. The proposed method consists of two steps. First, a given plant is represented in a specific state-space form, and then an integral-type optimal servo controller is designed. Although the resultant controller does not always become a typical I-PD one, when the order of a given MIMO plant is equal to or less than twice the number of the outputs, the resultant control law is equivalent to an I-PD one. Moreover, the proposed I-PD controller design can be extended to a model-following type by adding a reference model and a feedforward compensator for a desirable output response. Controller design examples and numerical simulation studies are carried out in order to demonstrate that the proposed design method has sufficient effectiveness.
机译:提出了一种基于积分型最优伺服机构的MIMO微积分的设计方法,该算法采用比例微分(I-PD)控制器。所提出的方法包括两个步骤。首先,以特定的状态空间形式表示给定的工厂,然后设计积分型最优伺服控制器。尽管合成控制器并不总是成为典型的I-PD控制器,但是当给定MIMO设备的阶数等于或小于输出数量的两倍时,合成控制律就相当于I-PD控制器。此外,通过添加参考模型和前馈补偿器以获得理想的输出响应,可以将所提出的I-PD控制器设计扩展为模型跟随型。进行了控制器设计实例和数值模拟研究,以证明所提出的设计方法具有足够的有效性。

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