电磁场计算中有限体积法中铁磁滞回能量模型的积分

Q3 Engineering
Ali Hammouche, M. Hamimid, A. Kansab, B. Belmadani
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引用次数: 2

摘要

本文提出了一种控制体积法与磁滞动力学能量模型的耦合算法。为了说明铁磁材料的动态行为,将准静态模型扩展为外加磁场“Hedd”和“Hexc”两个分量。附加场与多余损耗和经典涡流损耗有关。因此,在模型参数中增加了两个新的补充系数。这些系数的确定是通过测量两个不同频率的能量密度来实现的。该模型将磁感应强度作为自变量引入,可直接用于磁矢势公式的时步有限体积计算。通过在爱泼斯坦框架中进行的实验验证了计算结果。为了验证该模型与控制体积法在时域内的有效性,将所得结果与实验结果进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Integration of Energetic Model for Ferromagnetic Hysteresis in Finite Volume Method for Electromagnetic Field Calculation
In this article, a coupled algorithm between the control volume method and the hysteresis dynamic energetic model for ferromagnetic hysteresis is presented. To illustrate the dynamic behavior of ferromagnetic materials, the quasi-static model is extended by adding two components to the applied magnetic field “Hedd”, and “Hexc”. The added fields are related to the excess losses and classical eddy losses. Thus, two new supplementary coefficients are added to the model parameters. The determination of those coefficients is attained by measuring the energy density for two distinct frequencies. This model introducing the magnetic induction as an independent variable is presented in order to be directly used in time-stepping finite volume calculations applied to the magnetic vector potential formulation. The calculated results are validated by experiences performed in an Epstein’s frame. To check the effectiveness of this model combined with the control volume method in the time domain, the obtained results are compared with experiments.
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来源期刊
Instrumentation Mesure Metrologie
Instrumentation Mesure Metrologie Engineering-Engineering (miscellaneous)
CiteScore
1.70
自引率
0.00%
发文量
25
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