A Novel Airgap Permeance Modeling Approach for Magnetic Field Analysis of Electrical Machines Based on Electrostatic FEA

IF 0.2 Q4 AREA STUDIES
Mengmeng Cui, T. Zou, Dawei Li, D. Gerada, R. Qu, C. Gerada
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引用次数: 0

Abstract

Detailed airgap permeance information is of great importance for analyzing the operation principle and optimizing the electromagnetic field distribution of an electric machine with unconventional topology. So far, analytical approaches upon calculating airgap permeance have been adopted in most existing research work, while corresponding simulation-based tools have rarely been reported. In this paper, a new concept of airgap permeance calculation developed from numerical finite element tools is presented. Based on similarity of magnetic field and electric field, the airgap permeance distribution of electrical machines with various topologies can be predicted rapidly through finite element analysis (FEA) in electrostatic field. The FEA-based airgap permeance distribution can be regarded as an effective approach to validate corresponding results calculated from complex mathematical derivation. Furthermore, the characteristics of working airgap flux density harmonics introduced by magnetomotive force (MMF) of stator or rotor could be more intuitively investigated. Based on case studies of several typical machine topologies, the proposed FEA-based method will be proved of featuring wide feasibility, i.e., capable of covering stator slotting effect, rotor saliency as well as dual side saliency effect. Finally, the reasonability of the permeance calculation method is verified based on a further proposed homopolar topology within electromagnetic FEA.
基于静电有限元的电机磁场分析气隙磁导建模新方法
详细的气隙磁导率信息对于分析具有非常规拓扑结构的电机的工作原理和优化其电磁场分布具有重要意义。到目前为止,现有的研究工作大多采用分析方法计算气隙渗透率,而基于模拟的工具鲜有报道。本文提出了一种由数值有限元工具发展起来的气隙渗透率计算的新概念。基于磁场和电场的相似性,通过静电场有限元分析可以快速预测不同拓扑结构电机的气隙磁导率分布。基于有限元的气隙渗透率分布可以作为验证复杂数学推导结果的有效方法。此外,还可以更直观地研究定子或转子磁动势引入的工作气隙磁通密度谐波特性。通过对几种典型机械拓扑结构的实例分析,证明了所提出的基于有限元分析的方法具有广泛的可行性,即能够覆盖定子开槽效应、转子显著性以及双侧显著性效应。最后,在电磁有限元分析中,基于进一步提出的同极拓扑验证了磁导率计算方法的合理性。
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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CiteScore
1.20
自引率
0.00%
发文量
8
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