Calculation of the electromagnetic parameters of a switched reluctance motor using an improved FEM-BIEM. Application to different models for the torque calculation

A. Omekanda, C. Broche, Michel Renglet
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引用次数: 48

Abstract

This paper expands on a hybrid numerical method coupling the finite element method (FEM) and the boundary integral equation method (BIEM) developed to calculate magnetic fields in a switched reluctance motor (SRM). This hybrid approach is a solution to the issues stemming from the small size and odd shape of the SRM airgap, where meshing a FEM grid is difficult. In the past, the stator and rotor FEM domains kept their actual shapes, which resulted in problems with the definition of the unit outward normal vector n~ at the corner points of the SRM poles. So, the normal derivative of the magnetic vector potential, that is the tangential component of the flux density, was undefined at these points. In this paper, a new approach with new definitions of the stator and rotor FEM domains is presented. The new concept defines the SRM airgap as a ring in which circular boundaries permit the correct definition of the normal derivative quantities and exploits the natural Neumann condition. The electromagnetic parameters of a 7.5 kW SRM prototype machine were calculated using this new approach. They compare favorably with test data. Phase magnetization characteristics also have good precision and smoothness. These electromagnetic parameters were then used to assess and compare two different SRM models for the calculation of the torque on the motor shaft: the linear trapezoidal model; and the nonlinear model. The comparison between the measured torque and the torque as calculated with the two different models shows that the more simple trapezoidal model should be satisfactory in many cases, and could in particular be used in automated SRM designs.
用改进的FEM-BIEM计算开关磁阻电机的电磁参数。应用于不同型号的转矩计算
本文提出了一种结合有限元法和边界积分方程法计算开关磁阻电机磁场的混合数值方法。这种混合方法是解决SRM气隙尺寸小、形状奇怪等问题的一种方法,在这些问题上,FEM网格的网格划分是困难的。过去,定子和转子有限元域保持其实际形状,这导致在SRM极角点处单位向外法向量n~的定义存在问题。所以,磁矢量势的法向导数,也就是磁密度的切向分量,在这些点上没有定义。本文提出了一种新的定子和转子有限元域定义方法。新概念将SRM气隙定义为一个环,其中圆形边界允许正确定义正规导数量并利用自然诺伊曼条件。利用该方法计算了一台7.5 kW SRM样机的电磁参数。它们与测试数据相比较是有利的。相位磁化特性也具有良好的精度和平滑性。然后使用这些电磁参数来评估和比较两种不同的SRM模型,用于计算电机轴上的转矩:线性梯形模型;以及非线性模型。两种模型的实测扭矩与计算扭矩的比较表明,在许多情况下,更简单的梯形模型是令人满意的,特别是在自动SRM设计中可以使用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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