摘要
一个混合上升像小浪的变换计划成功地用 Rao-Wilton-Glisson 基础功能被用于电场积分方程的答案。为了加快矩阵,转变过程,上升计划被采用。不同三维的非常电的进行目标的数字例子被考虑。与时刻的方法相比,建议矩阵变换计划能节省可观的中央处理器时间和存储器。
A hybrid lifting wavelet-like transform scheme is successfully applied to the solution of electric field integral equation using Rao-Wilton-Glisson basis functions. To speed up the matrix transform process, the lifting scheme is adopted. Numerical examples of different three-dimensional perfectly electric conducting objects are considered. Compared with the method of moments, the proposed matrix transform scheme can save considerable CPU time and memory.
基金
Supported partially by the National Natural Science Foundation of China under Grant No 60671051.