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一种雷达目标宽角域散射的快速分析方法*
引用本文:陈文锋,龚书喜,赵,博,张鹏飞.一种雷达目标宽角域散射的快速分析方法*[J].微波学报,2014,30(4):1-5.
作者姓名:陈文锋  龚书喜      张鹏飞
作者单位:西安电子科技大学天线与微波技术重点实验室,西安710071
基金项目:国家自然科学基金(61201023)
摘    要:采用一种新型自适应积分方法结合梅利逼近技术快速分析目标空域散射特性。与传统自适应积分方法不同,改进算法利用高斯插值算子求解投影系数,更容易编程实现。对于宽角域散射问题,利用梅利逼近计算目标在任意角度上的雷达散射截面。数值结果表明,在保证低误差的情况下,该方法在内存需求和计算时间上有明显改善。

关 键 词:自适应积分方法  梅利逼近  高斯插值

A Fast Analysis Method of Radar Cross Section in Spatial Domains
CHEN Wen feng,GONG Shu Xi,ZHAO Bo,ZHANG Peng fei.A Fast Analysis Method of Radar Cross Section in Spatial Domains[J].Journal of Microwaves,2014,30(4):1-5.
Authors:CHEN Wen feng  GONG Shu Xi  ZHAO Bo  ZHANG Peng fei
Affiliation:(Science and Technology on Antenna and Microwave Laboratory, Xidian University, Xi'an 710071, China)
Abstract:A novel adaptive integral method (AIM) combined with the Maehly approximation technique is proposed to analyze the radar cross section (RCS) of targets in spatial domains. Compared with the conventional method, the Gauss interpolation operator is utilized to calculate the projection coefficients in the improved algorithm which makes computer programming easy to implement. According to the Maehly approximation theory, the RCS of targets at any angle within the given spatial range can be acquired fast. Numerical results show that the presented method reduces the storage requirement and the solution time without accuracy loss.
Keywords:adaptive integral method  Maehly approximation  Gaussian interpolation
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