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时域解析信号的MVDR自适应波束形成方法 被引量:19

Adaptive MVDR Beamforming Algorithm Based on Time-Domain Analysis Signals
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摘要 针对频域最小方差无失真响应(MVDR)方法在源方位快速变化情况下稳定性差的问题,提出了一种基于时域解析信号的MVDR自适应波束形成方法TAMVDR(Time-domain Aanlysis MVDR)。在构造时域解析信号的基础上,TAMVDR通过对每一路时域解析信号引入复权,利用期望方向的输出响应不变的约束使阵列输出功率最小。在一次快拍条件下,TAMVDR即可获得最优解。仿真及试验数据处理结果表明,在目标方位快速变化条件下,TAMVDR的信号检测和方位分辨性能明显优于频域MVDR方法,且计算量较小。 A kind of adaptive beamforming algorithm called the time-domain analysis minimum variance distortionless response (TAMVDR)is presented to improve the performance of frequency domain MVDR in the presence of fast-moving signal sources. The optimum solution can be obtained with single snapshot data via introducing complex weights based on constructing time domain analysis signal using the constraint which keeps the output response of desired direction invariable. The computer simulation and experimental results indicate that the performance of TAMVDR is better than that of the frequency domain MVDR method in signal detecting and azimuth resolution for fast-moving signal sources. In addition, TAMVDR has less computation quantity.
出处 《数据采集与处理》 CSCD 北大核心 2009年第3期318-322,共5页 Journal of Data Acquisition and Processing
基金 声场声信息国家重点实验室基金(200502)资助项目
关键词 MVDR自适应波束形成 DOA估计 时域波束形成 MVDR adaptive beamforming DOA estimation time domain beamforming
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  • 1何心怡,蒋兴舟,李启虎.基于子带分解的宽带波束域最小方差无畸变响应高分辨方位估计方法研究[J].声学学报,2004,29(6):533-538. 被引量:20
  • 2张燕武,硕士学位论文,1991年
  • 3Wang H, Kaveh M. Coherent signal-subspace processing for the detection and estimation of angles of arrival of multiple wide-band sources. IEEE Trans. ASSP, 1985; 33(4):823-831
  • 4Kim, Byung-Chul, Lu, I-Tai. High resolution broadband beamforming based on the MVDR method. IEEE Oceans Conference, 2000:1025-1028
  • 5Stergios Stergiopoulos. Extended towed array processing by an overlap correlator. J. Acoust. Soc. Am., 1989;86(1): 158-171
  • 6Lee H B, Wengrovitz M S. Improved high-resolution direction-finding through use of homogeneous constraints.Proc. IEEE ASSP workshop spectrum estimation and modeling, 1988:152-157
  • 7XU Guanghan, Silverstein S D, Roy R H, Kailath T.Beamspace ESPRIT. IEEE Trans. SP, 1994; 42(2): 349-355
  • 8Zoltowski M D, Kautz G M, Silverstein S D. Beamspace Root-MUSIC. IEEE Trans. SP, 1993; 41(1): 344-364
  • 9Capon J. High-resolution frequency-wavenumber spectum analysis. Proc. IEEE, 1969; 57(8): 1408-1418
  • 10Capon J.High-resolution frequency-wavenumber spectum analysis[J].Proc.IEEE,1969,57(8):1408-1418.

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