期刊文献+

降维STAP方法的两种基本形式的比较研究 被引量:2

COMPARATIVE STUDY OF TWO BASIC FORMS IN REDUCED-RANK STAP
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摘要 降维时空自适应处理(Reduced-Rank STAP)已成为机载雷达杂波抑制中的关键技术,各种降维方法也层出不穷,该文指出实际上这些方法都可归于两种基本的形式,即基于广义旁瓣相消器(GSC)结构的形式和从输出信杂噪比(SINR)的特征空间出发的形式。由于基于本质上的不同形式来构成降维转换矩阵,这两类方法体现出不同的性能和降维潜力,该文通过理论分析和有无误差情况下的仿真实验对这两种基本形式进行了比较研究。 Reduced-rank STAP has been a key technology in air-borne radar to cancel the clutter. Several methods have been presented through these years. In this paper, those methods are classified into two basic forms-one is based on the generalized sidelobe canceller(GSC), the other is based on the direct form. The differences in the performances and potential of these two catalogs of methods are compared through theoretical analysis. Simulation results in ideal situations and with limited sample are presented.
出处 《电子与信息学报》 EI CSCD 北大核心 2002年第9期1225-1232,共8页 Journal of Electronics & Information Technology
关键词 降维STAP方法 机载雷达 空时自适应处理 杂波抑制 空时二维自适应信号处理 Airborne radar, STAP, Interference suppression
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参考文献7

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同被引文献16

  • 1文小琴,韩崇昭.实测数据的降秩空时自适应处理方法[J].宇航学报,2006,27(1):72-75. 被引量:2
  • 2刘刚,吕新华,攸阳.阵列信号处理中基于MUSIC算法的空间谱估计[J].微计算机信息,2006(04X):302-303. 被引量:15
  • 3R Klemm. Introduction to Space-Time Adaptive Processing. Electronics & Communication Engineering Journal, 1999, 11 (1): 5 -12.
  • 4AM Haimovich, M Berin. Eigenanalysis-based space-time adaptive radar performance analysis, IEEETrans on AES, 1997, 33 (4): 1170-1179.
  • 5SD Berger, BM Welsh,Selecting a reduced-rank transformation for STAP-a direct form perspective in radar interference environment,IEEE Trans. on AES, 1999, 35(2):722-729.
  • 6Rosenberg L and Gray D A.Anti-jamming techniques for multichannel SAR imaging[J].IEE Proceedings of Radar,Sonar and Navigation,2006,153(3):234-242.
  • 7Hui X and De Lamare R C.Reduced-rank space-time adaptive processing for navigation receivers based on QR decomposition and approximations of basis functions[C].IEEE 16th International Conference on Digital Signal Processing,Santorini,Greece,2009:1-6.
  • 8Holdsworth D A and Fabrizio G A.HF interference mitigation using STAP with dynamic degrees of freedom allocation[C].IEEE International Conference on Radar,Adelaide,Australia,2008:317-322.
  • 9Melvin M L.A STAP overview[J].IEEE Aerospace and Electronic Systems Magazine,2004,19(1):19-35.
  • 10Berger S D and Welsh B M.Selecting a reduced-rank transformation for STAP-a direct form perspective[J].IEEE Transactions on Aerospace and Electronic Systems,1999,35(2):722-729.

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