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FEM computation of induced effects in multiconductor lines

机译:有限元计算的多导体线感应效应

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A numerical procedure based on a two-dimensional finite-element formulation is presented to evaluate the induced effects on a multiconductor line excited by an external electromagnetic field. The field incident to the cable is simulated by a plane wave and the line is considered in free space. The coupling problem is described by the homogeneous Helmholtz equation, which is solved in the frequency domain. Appropriate open boundary condition techniques are implemented. An accurate investigation is performed to analyze the validity of the impedance boundary conditions (IBC) applied to the conductor surfaces. Some applications are presented to illustrate the validity of the proposed procedure.
机译:提出了一种基于二维有限元公式的数值程序,以评估由外部电磁场激发的多导体线上的感应效应。通过平面波模拟入射到电缆的场,并在自由空间中考虑该线。耦合问题由齐次亥姆霍兹方程描述,该方程在频域中求解。实施了适当的开放边界条件技术。进行了准确的调查,以分析应用于导体表面的阻抗边界条件(IBC)的有效性。提出了一些应用来说明所提出程序的有效性。

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