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首页> 外文期刊>Magnetics, IEEE Transactions on >A Circuit Model of Transverse Electric Eddy-Current Problems in Magnetic Rings
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A Circuit Model of Transverse Electric Eddy-Current Problems in Magnetic Rings

机译:磁环中横向电涡流问题的电路模型

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摘要

A circuit model consisting of inductance–resistance ladder network to solve the transverse electric eddy-current problems was proposed. The general idea is to divide the region to be solved into a number of eddy shells, which are modeled by a series of coils magnetically coupled with each other. Detailed discussions of the model were made under two special cases where analytical solutions are available. First, it was proved in theory that the limit form of the recursive formula of the circuit model is identical with the Maxwell equations. Next, numerical accuracy of the model was evaluated by making comparison between the circuit solutions and the analytical solutions. It turns out that when the width of each shell is less than the skin depth, the results match the analytical solutions quite well. The proposed circuit model could find its application in the simulation of very fast transient overvoltage mitigation by magnetic rings, where analytical solutions do not exist and other commonly used numerical methods cost too much calculation amount.
机译:提出了一种由电感-电阻阶梯网络组成的电路模型,以解决横向电涡流问题。总体思路是将要求解的区域划分为多个涡壳,这些涡壳由一系列彼此磁耦合的线圈建模。在有分析解决方案的两种特殊情况下,对该模型进行了详细的讨论。首先,理论上证明了电路模型递归公式的极限形式与麦克斯韦方程组相同。接下来,通过比较电路解和解析解来评估模型的数值精度。事实证明,当每个壳的宽度小于集肤深度时,结果与解析解非常匹配。所提出的电路模型可用于不存在解析解且其他常用数值方法花费大量计算量的通过磁环快速缓解瞬态过电压的仿真中。

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