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A Closed-Loop Fuzzy-Logic-Based Current Controller for PMSM Torque Ripple Minimization Using the Magnitude of Speed Harmonic as the Feedback Control Signal

机译:基于速度谐波幅度作为反馈控制信号的PMSM转矩纹波最小化的基于闭环模糊逻辑的电流控制器

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摘要

This paper investigates torque ripple minimization for permanent-magnet synchronous machine (PMSM), and proposes a closed-loop fuzzy-logic-based current controller by using the magnitude of the speed harmonic as the feedback control signal. The speed harmonic can be obtained from machine speed measurement, so the proposed approach does not require accurate machine parameters and is not influenced by the nonlinearity of the machine and drive. The torque harmonic can produce the speed harmonic of the same order, so their relation is investigated, which shows that the magnitude of the speed harmonic is proportional to the magnitude of the torque harmonic of the same order, so it can be used as a measure of torque harmonic for torque ripple minimization. Then, the torque harmonic model is developed to facilitate the design and analysis of the current controller. Afterward, a novel fuzzy-logic-based current controller is proposed to minimize the dominant torque harmonics. The proposed current controller is evaluated on a laboratory PMSM drive system under different load conditions and operation speeds.
机译:本文研究了永磁同步电机(PMSM)的转矩脉动最小化,并以速度谐波的幅值作为反馈控制信号,提出了一种基于闭环模糊逻辑的电流控制器。速度谐波可以通过机器速度测量获得,因此所提出的方法不需要精确的机器参数,并且不受机器和驱动器非线性的影响。转矩谐波可以产生相同阶次的速度谐波,因此对其关系进行了研究,结果表明速度谐波的大小与相同阶次的转矩谐波的大小成正比,因此可以用作度量转矩谐波,以最小化转矩波动。然后,开发转矩谐波模型,以方便电流控制器的设计和分析。随后,提出了一种新颖的基于模糊逻辑的电流控制器以最小化主要转矩谐波。在不同的负载条件和运行速度下,在实验室PMSM驱动系统上对提出的电流控制器进行了评估。

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