摘要
针对基于屋顶基函数的传统矩量法几何建模复杂、计算量大等缺点,提出一种定义在参数曲面上的屋顶基函数,并将其用于矩量法求解电磁散射问题。参数曲面几何建模能用较少的曲面四边形精确地逼近散射体表面,定义在参数曲面上的屋顶基则大大减小了矩阵规模,简化了计算。计算结果表明,与基于屋顶基(rooftopbasis function,RBF)函数的传统矩量法相比,所提方法不仅结果精确可靠,而且极大地减少了未知量,同时也节省了计算机内存。
According to some disadvantages in geometrical modeling and computational work of conventinal method of moment（MoM） based on RWG basis function,a new rooftop basis function defined on parametric curving surface is proposed.By virtue of geometrical modeling based on parametric curving surface,few curving quadrilaterals are used to exactly approximate the surface of scatterers.Rooftop basis function defined on parametric curving surface greatly decreases the matrix dimension.At the same time,the computational work is reduced.Compared the results of this method and literatures,good agreement is found between them.And the new method decreases unknowns and saves computer storage greatly.
出处
《系统工程与电子技术》
EI
CSCD
北大核心
2010年第2期291-294,共4页
Systems Engineering and Electronics
基金
毫米波国家重点实验室基金(K200818)资助课题
关键词
电磁散射
参数曲面
屋顶基函数
矩量法
electromagnetic scattering
parametric curving surface
rooftop basis function
method of moment（MoM）
