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Numerical simulation of bistatic scattering from fractal rough surface in the finite element method

机译:分形粗糙表面双基地散射的有限元数值模拟

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By using the Monte Carlo method and numerical finite element approach, bistatic scatter- ing from the fractal and Gaussian rough surfaces is studied. The difference between these two surfaces and their functional dependence on the surface parameters are discussed. Angular variation of bistatic scattering from the fractal surface is very significant, even for fairly smooth surface, whilst scattering from the Gaussian rough surface tends to the specular reflection. The slope Of angular variation is lin- early related with the fractal dimension. If an electrically-large target is placed over the rough surface, the fractal dimension inverted from bistatic scattering would be reduced. As the surfaces become very rough, scattering from different fractal and Gaussian surfaces would be not identified.
机译:通过使用蒙特卡罗方法和数值有限元方法,研究了分形和高斯粗糙表面的双基地散射。讨论了这两个表面之间的差异以及它们对表面参数的功能依赖性。即使对于相当光滑的表面,来自分形表面的双基地散射的角度变化也非常显着,而来自高斯粗糙表面的散射倾向于镜面反射。角度变化的斜率与分形维数成线性关系。如果将电较大的目标放置在粗糙表面上,将从双基地散射反转的分形维数会减小。当表面变得非常粗糙时,将无法识别来自不同分形和高斯表面的散射。

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