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利用奇异值分解快速计算单站RCS的算法 被引量：2

Fast Efficient Technique for Solving Monotonic RCS Using the SVD Method
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摘要 在特征基函数方法中,应用多层奇异值分解技术,由空间各个角度入射的一系列平面波谱生成的初次特征基函数构造出与入射角度、极化方式无关的正交特征基函数组,通过该组基函数的不同线性组合,求出平面波以任意角度照射下金属目标的表面电流分布,进而实现金属目标单站RCS曲线的快速计算。文中结合物理光学法和二叉树动态存储技术,进一步降低存储需求和初次基函数的计算时间。数值算例表明本文方法的正确性和高效性。 On the CBFM method,we apply multilayer SVD technology to construct a set of orthogonal CBFs independent of angle and polarization.This group orthogonal CBFs is built by PCBFs which are made by a set of plane spectrums of different space angels.By different linear combination using this group basic functions,we get surface current distribution of PEC object irradiated by different angular plane waves.Then we can calculate PEC object＇s monotonic RCS fastly.This article combines PO method and binary tree dynamic storage technique,so it can reduce storage space and CPU time.Numerical results show the correctness and effectiveness of this method.
作者 顾晶晶 顾长青
机构地区 南京航空航天大学信息科学与技术学院
出处 《微波学报》 CSCD 北大核心 2010年第2期7-10,14,共5页 Journal of Microwaves
基金 航空基金资助项目(2008ZA52)
关键词 奇异值分解 特征基函数 物理光学 单站RCS SVD CBF PO Monostatic RCS
分类号 O441.4 [理学—电磁学]
  • 相关文献

参考文献10

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二级参考文献10

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共引文献2

同被引文献13

  • 1孔勐,陈明生,张忠祥,张量,吴先良.基于压缩感知结合HFSS软件求解目标单站RCS问题[J].微波学报,2015,31(3):7-10. 被引量：5
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  • 8Gao H W, Hao J W, Pan X M, Sheng X Q. Application of interpolative decomposition to FE-BI-MLFMA for fast computation of monostatic scattering from 3D complex composite object [ J]. IEEE Antenna and Wireless Prop- agation Letters, 2014, 13:1490-1493.
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引证文献2

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微波学报
2010年 第2期

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