Numerical modeling for 3D eddy current calculation in magneto-quasistatic approximation

Jaeho Ryu, I. Hahn
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引用次数: 2

Abstract

In general, magnetic excitation of eddy current density is calculated in a 3-dimensional system to gain the most accurate results leading to long computational times. However, the long computational time might be problematic due to needs for high computational effort. In order to improve this disadvantageous point, this paper deals with a finite-difference approximation considering the curl and divergence operator of eddy current density. In particular, by using this numerical modeling calculation, the proposed method in this paper can quickly implement the eddy current calculation in the 3-dimensional system and build the eddy currents modeling of a specific part of interest. Lastly, the comparative analysis with a commercial tool for 3-D FEM is carried out, and the accuracy of the 3 dimensional finite difference method (3-D FDM) is verified.
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准静磁近似下三维涡流计算的数值模拟
一般来说,为了获得最精确的结果,在三维系统中计算涡流密度的磁激励,导致计算时间长。然而,由于需要高计算量,较长的计算时间可能会成为问题。为了改善这一缺点,本文讨论了考虑涡流密度旋度和散度算子的有限差分近似。特别是,通过这种数值模拟计算,本文提出的方法可以快速实现三维系统中的涡流计算,并建立感兴趣的特定部分的涡流模型。最后,与商用三维有限元分析工具进行了对比分析,验证了三维有限差分法(3- d FDM)的精度。
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