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A Differentiation Approach for Robust PID Controller for a Linear BLDC Motor

机译:线性BLDC电动机鲁棒PID控制器的一种差分方法。

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The proposed research work intends to present a design methodology for obtaining a robust PID/PI controller for interval systems. This research work makes use of Model-Order Reduction (MOR) technique along with Model-Matching approach for attaining the desired controller parameters. The model-matching approach is used to consider a lower-order open-loop transfer function that embodies the desired time-domain / frequency-domain specifications. The primary objective is to make the step response of BLDC motor along with controller in closed-loop that match the open-loop response of the modeled system for the required time-domain characteristics. MOR technique is implemented for the approximation of high-order controller transfer function that has been attained by using a model-matching approach. In the current research paper, the differentiation technique for approximating the higher-order system is adopted along with Kharitonov's theorem for expanding the bounded parameter variation of a Linear BLDC-Motor, which is considered here as a case study.
机译:拟议的研究工作旨在提出一种用于为间隔系统获得鲁棒PID / PI控制器的设计方法。这项研究工作利用模型降阶(MOR)技术以及模型匹配方法来获得所需的控制器参数。模型匹配方法用于考虑体现所需时域/频域规范的低阶开环传递函数。主要目标是使BLDC电机的阶跃响应与控制器一起处于闭环状态,以使建模系统的开环响应与所需的时域特性相匹配。 MOR技术是为近似高阶控制器传递函数而实现的,该传递函数已通过使用模型匹配方法实现。在当前的研究论文中,采用了近似高阶系统的微分技术以及Kharitonov定理来扩展线性BLDC电动机的有界参数变化,在此将其作为案例研究。

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