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Analysis of Magnetic Field for Power Transmission Line With Multiple AC Singular Currents by Coupling of Fourier Series Expansion and FEM

机译:傅立叶级数展开与有限元耦合分析多交流奇异电流的输电线路磁场。

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摘要

The central characteristic of line current problems with AC power transmission lines and overhead trolley lines are that the source region of conductors is extremely small compared with the entire analytical region. This is a problem with singular point sources in two-dimensional space that creates computational difficulties whit the standard finite element method. This paper proposes an accurate and efficient method for magnetic field calculations for such electric lines, which couples the analytical method and finite element formulation. The analytical solution is expressed as a Fourier series. Unknowns of finite elements at the boundary between the current and finite element regions are coupled with Fourier series coefficients. The boundary conditions are used to derive a coupled system equation expressed in matrix form. The proposed algorithm is validated using a test model of a three-phase two-circuit transmission line. The results are compared with the measured one.
机译:交流输电线路和架空电车线路的线路电流问题的主要特征是,与整个分析区域相比,导体的源极区域非常小。这是二维空间中奇异点源的问题,这会给标准有限元方法带来困难。本文提出了一种精确有效的方法来计算此类电线的磁场,该方法将分析方法与有限元公式结合起来。解析解以傅里叶级数表示。当前和有限元区域之间边界处的有限元未知数与傅立叶级数系数​​耦合。边界条件用于导出以矩阵形式表示的耦合系统方程。使用三相两回路传输线的测试模型对提出的算法进行了验证。将结果与测得的结果进行比较。

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