Application of the Characteristic Basis Function Method (CBFM) on a non-uniform mesh to the solution of large-size dielectric scattering problems

I. Fenni, H. Roussel, M. Darces, R. Mittra
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引用次数: 2

Abstract

The extended version of the Characteristic Basis Function Method (CBFM-E) is applied to the problem of electromagnetic scattering in a forested area. A non-uniform mesh is used to discretize the forest elements, to avoid over-discretization of the electromagnetic problem and thereby to reduce the burden on the associated computing time and memory resources. The results obtained with a fine uniform mesh are included to validate those derived with the non-uniform mesh, adapted to the dielectric properties of the trees. The new approach based on nonuniform meshing, presented herein, improves the performance of the CBFM without compromising its accuracy.
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非均匀网格特征基函数法在大尺寸介质散射问题中的应用
将扩展版的特征基函数法(CBFM-E)应用于森林地区的电磁散射问题。采用非均匀网格对森林单元进行离散化,避免了电磁问题的过度离散化,从而减少了计算时间和内存资源的负担。为了验证采用非均匀网格得到的结果,采用了精细均匀网格得到的结果,以适应树木的介电特性。本文提出的基于非均匀网格的新方法在不影响精度的情况下提高了CBFM的性能。
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