求解非均匀介质物体电磁散射的两种体积积分方程的比较

Caicheng Lu, P. Yla-Oijala, M. Taskinen, J. Sarvas
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引用次数: 18

摘要

本文给出了电场体积积分方程的两种形式,并讨论了两种不同类型的体积基函数在体积电流表示中的应用。综上所述,对于两种体积基函数,只要基函数的个数具有可比性,解的精度都是同一阶的。当初始向量为零向量时,c型基函数的迭代次数一般小于d型基函数。对于多个入射角,从前一个入射角的解预测初始解时,d型基情形所需的迭代次数略少。
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Comparison of two volume integral equation formulations for solving electromagnetic scattering by inhomogeneous dielectric objects
This paper presented two formulations of the electric field volume integral equation, and discussed the use of two different types of volume basis functions in the representation of the volume current. In conclusion, for the two types of volume basis functions, the solution accuracies are of the same order as long as the numbers of basis functions are comparable. The numbers of iterations of the C-type basis function are generally smaller than that of the D-type basis functions if the initial is a zero vector. For multiple incident angles, the D-type basis case needs slightly less number of iterations when the initial solution is predicted from the solution of the previous incident angle.
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