基于复合有限元法的Halbach阵列永磁转子通量浓度因子快速测定

IF 1.8 Q3 ENGINEERING, ELECTRICAL & ELECTRONIC IEEE Journal on Multiscale and Multiphysics Computational Techniques Pub Date : 2023-07-06 DOI:10.1109/JMMCT.2023.3292979
Sharankumar Shastri;Bhim Singh
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引用次数: 0

摘要

传统的基于经验公式(CEF)的永磁(PM)电机设计采用了几个假设,以磁性材料非线性、气隙和磁阻的形式,这些假设来自于假设的泄漏因素,导致气隙磁通密度的不正确估计。这个问题在各种形式的混合永磁磁化拓扑中更为普遍,如基于哈尔巴赫阵列的永磁(HAPM)或基于哈尔巴赫阵列的后极永磁(HACPPM)转子。为了改进CEF设计方法对气隙磁通密度估计的准确性,本文提出了一种磁通密度调整因子,该因子利用简化的电磁有限元模拟搜索空间形成的查找表,提高了利用磁通浓度因子(FCF)对Halbach和后果-Halbach永磁转子磁通密度估计的准确性。首先,介绍了FCF的推导过程。然后定量分析了FCF + CEF方法的有效性,并与传统的CEF和2D-FE(电磁)方法进行了比较和性能分析。
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Rapid Flux Concentration Factor Determination for Halbach Array Based PM Rotors Using Composite FE Based Method
Conventional empirical-formulae (CEF) based permanent magnet (PM) motor design employs the use of several assumptions in the form of magnetic material non-linearity, air-gap and magnet reluctances derived from assumed leakage factors leading to the incorrect estimation of air-gap flux densities. This problem is much more prevalent in various forms of hybrid PM magnetization topologies such as Halbach array based PM (HAPM) or Halbach array based consequent pole based PM (HACPPM) rotors. In order to improve the air-gap magnetic flux density estimation using the CEF design method, a flux density adjustment factor is proposed in this work, which utilizes a look-up table formed upon a reduced electromagnetic finite-element simulation search space to improve the accuracy of flux density estimation in both Halbach and Consequent-Halbach PM rotors using the flux concentration factor (FCF). First, the derivation of the FCF is introduced. Then the effectiveness of the FCF + CEF method is analyzed quantitatively, in comparison with conventional CEF and 2D-FE (electromagnetic) methods and performance is analyzed.
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CiteScore
4.30
自引率
0.00%
发文量
27
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