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A SMFSIA method for the electromagnetic scattering from a two-dimensional (3-D scattering problem) perfectly conducting random rough surface

机译:用于完美传导随机粗糙表面的二维(3-D散射问题)电磁散射的SMFSIA方法

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With the development of the sparse-matrix flat-surface iterative approach (SMFSIA), the Monte Carlo simulations of scattering from two-dimensional (3-D scattering problem) random rough surface problems have become much more efficient. In SMFSIA, the iterative procedure involves multiplication of a very large square matrix with a column vector. The present authors show that this CPU time-consuming procedure can be replaced by the fast Fourier transform (FFT). A numerical example is given by investigating electromagnetic wave scattering using SMFSIA with the fast Fourier transform. This new method provides a faster solution time without sacrificing numerical accuracy.
机译:随着稀疏矩阵平面迭代方法(SMFSIA)的发展,二维(3-D散射问题)随机粗糙表面问题的散射的蒙特卡罗模拟变得更加有效。在SMFSIA中,迭代过程涉及将非常大的方阵与列向量相乘。本作者表明,这种CPU耗时的过程可以由快速傅里叶变换(FFT)代替。通过研究使用SMFSIA和快速傅里叶变换的电磁波散射,给出了一个数值示例。这种新方法提供了更快的求解时间,而不会牺牲数值精度。

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