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一种经典阵元幅相误差、阵元间互耦自校正方法的仿真分析 被引量:2

Analysis of a Classical Gain-phase Error and Mutual Coupling Self-calibration Algorithm
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摘要 阵元幅相误差以及阵元间互耦的存在会使大多数高分辨DOA估计算法的性能恶化或失效。因此,阵列误差的校正技术在实际工程应用中具有重要的意义。本文基于一种经典自校正算法进行仿真分析,针对较多文章在理论上分析说明此方法对于均匀线阵的局限性,本文主要考查在实际应用中,在一定条件下此方法同样适用于均匀线阵。 Because array element gain-phase and mutual coupling will make the performance of most high resolving power DOA algorithms worse of invalid, the technology of gain-phrase errors calibration is very important in practice. A classical self-calibration algorithm is analyzed, which demonstrates that this algorithm also fitting for uniform linear array under some conditions, although some paper shows limits from the point of view of theory.
出处 《系统仿真技术》 2006年第3期130-133,共4页 System Simulation Technology
关键词 幅相误差 互耦 自校正 DOA gain-phase errors mutual coupling self-calibration direction of arrival (DOA)
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  • 1[1]Zhang M,Zhu Z D.DOA estimation with sensor gain,phase and position perturbations[J].Proceedings of the IEEE National Aerospace and Electronics Conference,NAECO 1993,67-69.
  • 2[2]Weiss A J,Friedlander B.Array shape cali-brations using sources in unknown locations-A maximum likelihood approach[J].IEEE Trans.on ASSP,1989,37(12):1958-1966.
  • 3[3]See C M S,Poh B K.Parametric sensor ar-ray calibration using measured steering vectors of uncertain locations[J].IEEE Trans.on Signal P-rocessing,1989,47(4):1133-1137.
  • 4[4]Friedlander B,Weiss A J.Direction finding in the presence of mutual coupling[J].IEEE Trans.on Antennas and Propagation,1991,39(3):273-284.
  • 5[5]Hung E.A.Critical study of a self-calibration directionfinding method for arrays[J].IEEE Trans.on Signal Processing,1994,42(2):471-474.
  • 6[6]Pierre J,Kaveh M.Experimental performance of calibration and direction finding algorithms[J].Proceedings of IEEE ICASSP'91,1365-1368.
  • 7[7]Schmidt R O.Multiple emitter location and signal parameter estimation[J].IEEE Trans.on AP,1986,34(3):276-280.

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