涡流
傅里叶级数
变压器
有限元法
电磁线圈
材料科学
导电体
傅里叶分析
傅里叶变换
机械
电流密度
箔法
计算
电压
声学
数学分析
物理
电气工程
计算机科学
数学
算法
工程类
复合材料
热力学
量子力学
作者
Siamak Pourkeivannour,Mitrofan Curti,C. H. H. M. Custers,Andrea Cremasco,Uwe Drofenik,E.A. Lomonova
标识
DOI:10.1109/tmag.2021.3094047
摘要
A mesh-free semi-analytical Fourier-based method is presented to evaluate the frequency-dependent losses in the windings of solid-state transformers (SSTs) with foil-wound transformers. In the employed diffusion equation, which accounts for induced eddy currents, the imposed current density and conductivity in the transformer window area are represented using spatial Fourier series and method of images. As a result, induced current density distribution in foil conductors and ac loss in medium frequency transformers (MFTs) is calculated using the semi-analytical method. The proposed method is verified using the finite element method (FEM). It is observed that with the considered approach one can estimate the ac winding loss in the frequency range of 5–25 kHz, with 2.7% maximum absolute error and approximately 2.5 times less number of degrees-of-freedom compared to FEM computations.
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