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Numerical simulation of bistatic scattering from a target at low altitude above rough sea surface under an EM-wave incidence at low grazing angle by using the finite element method

机译:低掠角下电磁波入射下粗糙海面低空目标双基地散射的有限元数值模拟

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摘要

To study bistatic scattering from a target at low altitude above two-dimensional (2-D) randomly rough sea surface under an electromagnetic (EM) wave incidence at low grazing angle (LGA), a numerical approach of the finite element method (FEM) is developed. The conformal perfectly matched layer (PML), as the truncation boundary of the FEM, is employed to reduce the reflection error of planar PML in conventional FEM. Numerical code of our FEM is examined by available solution of the FBM (forward backward iterative) method. Bistatic and back-scattering from composite model of a target above randomly rough sea surface generated by Monte Carlo realization, and functional dependence upon the sea surface wind speed, target altitude, incident and scattering angles etc. are numerically demonstrated and discussed. This study presents numerical description for the observation principle and physical insight associated with the coupling interactions of a complex volumetric target and randomly rough sea surface.
机译:为了研究在低掠角(LGA)下电磁(EM)波入射下二维(2-D)随机粗糙海面上方低空目标的双基地散射,一种有限元方法(FEM)的数值方法被开发。共形完美匹配层(PML)作为FEM的截断边界,可用来减少传统FEM中平面PML的反射误差。我们的FEM的数字代码通过FBM(正向反向迭代)方法的可用解决方案进行了检查。数值论证了由蒙特卡罗实现产生的随机粗糙海面以上目标的复合模型的双基地和后向散射,以及对海面风速,目标高度,入射角和散射角等的函数依赖性。这项研究提供了与复杂体积目标和随机粗糙海面的耦合相互作用相关的观测原理和物理见解的数值描述。

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