具有高转矩性能的非对称转子永磁辅助同步磁阻电动机

Chengwu Diao;Wenliang Zhao;Yan Liu;Xiuhe Wang
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摘要

永磁同步磁阻电动机是一种在现代工业中广泛应用的高转矩密度能量转换装置。本文在PMA-SynRM的基本拓扑结构的基础上,提出了一种具有位置偏置磁体的非对称转子的新型PMA-SynRM。采用位置偏置磁体的非对称转子设计,实现了电机气隙中磁力线的集中,以获得更高的电磁转矩,并使磁转矩和磁阻转矩在相同的电流相位角下都获得峰值。通过空间矢量图对非对称转子结构进行了理论说明,验证了电机高转矩性能的可行性。通过有限元仿真,分析了在转子非对称设计下,侧栅对输出转矩和Mises应力的影响。然后,计算了基本和拟议的PMA SynRM的电机特性,包括气隙磁通密度、反电势、磁转矩、磁阻转矩、转矩纹波、损耗和效率。结果表明,所提出的PMA-SynRM比基本拓扑具有更高的转矩和效率。此外,通过谐波电流注入的方法降低了所提出的PMA SynRM的转矩脉动,并分析了整个电流周期的转矩特性。最后,基于PM剩磁计算,确定了避免PM退磁的耐久性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Permanent Magnet Assisted Synchronous Reluctance Motor with Asymmetric Rotor for High Torque Performance
Permanent magnet assisted synchronous reluctance motor (PMA-SynRM) is a kind of high torque density energy conversion device widely used in modern industry. In this paper, based on the basic topology of PMA-SynRM, a novel PMA-SynRM of asymmetric rotor with position-biased magnet is proposed. The asymmetric rotor design with position-biased magnet realizes the concentration of magnetic field lines in the motor air gap to obtain higher electromagnetic torque, and makes both of magnetic and reluctance torque obtain the peak value at the same current phase angle. The asymmetric rotor configuration is theoretically illustrated by space vector diagram, and the feasibility of high torque performance of the motor is verified. Through the finite element simulation, the effect of the side barrier on output torque and the Mises stress under the rotor asymmetrical design are analyzed. Then the motor characteristics including airgap flux density, back EMF, magnetic torque, reluctance torque, torque ripple, losses, and efficiency are calculated for both the basic and proposed PMA-SynRMs. The results show that the proposed PMA-SynRM has higher torque and efficiency than the basic topology. Moreover, the torque ripple of the proposed PMA-SynRM is reduced by the method with harmonic current injection, and the torque characteristics in the whole current cycle are analyzed. Finally, the endurance to avoid PM demagnetization is confirmed based on the PM remanence calculation.
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