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A Transformation Media Based Approach for Efficient Monte Carlo Analysis of Scattering From Rough Surfaces With Objects

机译:基于变换介质的有效对象粗糙表面散射的蒙特卡洛分析方法

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This paper presents a computational model that utilizes transformation-based metamaterials to enhance the performance of numerical modeling methods for achieving the statistical characterization of two-dimensional electromagnetic scattering from objects on or above one-dimensional rough sea surfaces. Monte Carlo simulation of the rough surface scattering problem by means of differential equation-based finite methods (such as finite element or finite difference methods) usually places a heavy burden on computational resources because at each realization of the Monte Carlo technique, a mesh must be generated anew for each surface realization. The main purpose of the proposed approach in this paper is to create a single mesh, without repeating mesh generation at each step, by introducing a transformation medium above the rough surface in the computational domain of the finite methods. Material parameters of the medium are obtained by the coordinate transformation technique, which is based on the form-invariance property of Maxwell's equations. At each realization, only the material parameters are modified with respect to the geometry of surface without changing the mesh. In this manner, a great reduction in CPU time is achieved. The proposed technique is analyzed and validated via various finite element simulations.
机译:本文提出了一种计算模型,该模型利用基于变换的超材料来增强数值建模方法的性能,以实现对来自一维粗糙海面或上方的物体的二维电磁散射的统计表征。通过基于微分方程的有限方法(例如有限元或有限差分方法)对粗糙表面散射问题进行蒙特卡洛模拟通常会给计算资源带来沉重负担,因为在每次实现蒙特卡洛技术时,都必须使用网格为每个表面实现重新生成。本文提出的方法的主要目的是通过在有限方法的计算域中在粗糙表面上方引入转换介质来创建单个网格,而无需在每个步骤中重复生成网格。介质的材料参数通过坐标转换技术获得,该技术基于麦克斯韦方程组的形式不变性。在每个实现中,仅相对于曲面的几何形状修改材质参数,而不更改网格。以这种方式,大大减少了CPU时间。通过各种有限元模拟对提出的技术进行了分析和验证。

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