A New Numerical Method for Zakharov-Shabat'S Inverse Scattering Problem Solution

J. Modelski, A. Synyavskyy
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引用次数: 2

Abstract

A numerical aspect of inverse scattering problem solution for plane wave normal incidence on an absorbing medium is considered in the paper. The electromagnetic field equations are reduced to the Zakharov-Shabat's one. A new numerical scheme is developed taking into account peculiarities of the integral equation method for this inverse scattering problem solution. The proposed method has a high accuracy and what is more, it requires neither time consumed iterative approximation nor direct matrix inversion.
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求解Zakharov-Shabat逆散射问题的一种新的数值方法
本文从数值角度研究了平面波在吸收介质上正入射的反散射问题。电磁场方程被简化为Zakharov-Shabat方程。考虑到积分方程法求解逆散射问题的特殊性,提出了一种新的数值格式。该方法不仅精度高,而且不需要耗时的迭代逼近和直接的矩阵反演。
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