雷达截面
矩量法(概率论)
散射
计算机科学
数值分析
编码(集合论)
渐近分析
算法
雷达
物理光学
数学优化
数学分析
数学
物理
光学
电信
统计
估计员
集合(抽象数据类型)
程序设计语言
作者
Jian-Ming Jin,F. Ling,S.T. Carolan,Jiming Song,Walton C. Gibson,Weng Cho Chew,C.C. Lu,Robert A. Kipp
标识
DOI:10.1109/aps.1998.702136
摘要
For the analysis of large-scale electromagnetic scattering problems, high-frequency asymptotic methods are fast but approximate, whereas low-frequency numerical methods are accurate but slow. Neither can produce an efficient and accurate solution to scattering by large bodies containing small structures. A promising approach is to combine the best features of both types of methods to produce a hybrid technique that is sufficiently fast, reasonably accurate, and applicable to a class of unsolvable problems such as the scatterers mentioned above. There are two extremes for this type of hybridization. One is simply to superimpose solutions from asymptotic and numerical methods. The other extreme is to combine an asymptotic and a numerical method in an exact manner. A more practical approach is to develop a technique that can include all significant interactions and neglect all trivial interactions. The resulting hybrid technique can produce sufficient accuracy and can be implemented in a general-purpose computer code. In this paper, we develop a technique that combines the shooting-and-bouncing-ray (SBR) method and the method of moments (MoM) to solve for the scattering by large conducting bodies with small structures mounted on their surfaces. The radar cross-section of a VFY 218 airplane is used as an example.
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