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Reduction of Volume Integrals to Nonsingular Surface Integrals for Matrix Elements of Tensor and Vector Green Functions of Maxwell Equations

机译:将张量矩阵元素和麦克斯韦方程的矢量格林函数的体积积分还原为非奇异表面积分

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摘要

A procedure for the evaluation of matrix elements of tensor and vector Green functions with linear basis functions appearing in volumetric integral equations in electromagnetics is presented. The procedure reduces six-dimensional volumetric integrals with singular integrands to four-dimensional surface integrals with nonsingular integrands—hence, it offers simplicity and accuracy achieved at low computational cost.
机译:提出了一种估计张量和矢量格林函数矩阵元素的程序,线性函数存在于电磁学中的体积积分方程中。该过程将具有奇异积分的六维体积积分减少为具有非奇异积分的四维表面积分,因此,它以较低的计算成本提供了简单性和准确性。

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