内部永磁电机绕组重构的性能改进

T. Gundogdu
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引用次数: 0

摘要

内嵌式永磁电机由于其在功率密度和效率方面的显著优势,在牵引领域得到了广泛的应用。在牵引应用中,必须达到高于标称速度的速度,并在磁通减弱区域运行。为了改善IPM电机的弱磁性能,提出了绕组重构方法。一台IPM机器,具有2010年丰田普锐斯IPM机器的规格,被设计成有两个单独的绕组组作为“主”和“辅助”绕组。因此,使用功率开关在不同绕组特性之间切换已成为可能。采用变匝法通过减小线圈匝数来减小绕组电感,采用并联支路法减小绕组电阻。这样可以实现恒功率区域的高转矩或恒转矩区域的高效率。研究了通过安排绕组之间的切换而获得的不同运行模式对磁链弱化特性(包括转矩/速度、功率/速度和效率图)的影响。采用有限元分析与MATLAB相结合的混合计算方法,对具有可重构绕组的IPM电机的弱磁性能特性进行了计算。由于所提出的绕组转换方法,IPM机器的弱磁性能特性得到了显着提高。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Performance Improvement for Interior Permanent Magnet Machines by Winding Reconfiguration
Interior permanent magnet (IPM) machines have been widely employed in traction applications because of their significant advantages in power density and efficiency. In traction applications, it is essential to achieve speeds above nominal speed and operate in the flux-weakening region. In this paper, the winding reconfiguration method is proposed to improve the flux-weakening performance characteristics of IPM machines. An IPM machine, having the 2010 Toyota Prius IPM Machine's specifications, is designed to have two separate winding sets as “main” and “auxiliary” windings. Hence, it has become feasible to switch between different winding characteristics using power switches. The turns-changing method is employed to decrease the winding inductance by reducing coil turns, and the parallel branch method is employed to reduce the winding resistance. In this way, a high-torque at constant power region or high efficiency at constant torque region can be achieved. The influence of different operation modes, obtained by arranging the switching between windings, on the flux-weakening characteristics, including torque/speed, power/speed, and efficiency maps, has been investigated. The flux-weakening performance characteristics of the IPM machine with reconfigurable windings are calculated using a hybrid calculation method that combines finite-element analysis (FEA) with MATLAB. The flux-weakening performance characteristics of the IPM machine have been significantly enhanced thanks to the proposed winding changeover approach.
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