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Resolution of 2-D time domain electric field integral equation with RWG functions using novel mesh technique based on hexagonal mesh

机译:基于六边形网格的新型网格技术用RWG函数求解二维时域电场积分方程

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For efficient EM space modeling, it is very often needed an optimal type of meshing. Techniques and algorithms for meshing in triangles are much developed than another mesh type. In this paper, we present a resolution of 2-D time domain electric field integral equation with RWG functions (Rao, Wilton and Glisson's function) using novel mesh technique based on hexagonal mesh. (TD-IE) are applied to analyze transient radiation from square plate illuminated by an incident electromagnetic wave. A new basis function derived from RWG functions is used as space base and Laguerre functions as temporal basis function. Numerical results that validate and demonstrate the efficacy and accuracy of the proposed technique are presented and compared with another mesh technique.
机译:为了进行有效的EM空间建模,通常需要一种最佳类型的网格划分。三角形网格划分的技术和算法比另一种网格类型发展得多。在本文中,我们使用基于六边形网格的新颖网格技术,提出了具有RWG函数(Rao,Wilton和Glisson函数)的二维时域电场积分方程的分辨率。 (TD-IE)用于分析由入射电磁波照射的方板的瞬态辐射。从RWG函数派生的新基础函数用作空间基础,而Laguerre函数则用作时间基础函数。数值结果证实并证明了所提出技术的有效性和准确性,并与另一种网格技术进行了比较。

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