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Volume 22 Issue 3
May  2000
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Feng Dazheng, Bao Zheng, Shi Weixiang. BLIND BEAM-FORMING BASED ON SECOND-ORDER STATISTICS[J]. Journal of Electronics & Information Technology, 2000, 22(3): 513-516.
Citation: Feng Dazheng, Bao Zheng, Shi Weixiang. BLIND BEAM-FORMING BASED ON SECOND-ORDER STATISTICS[J]. Journal of Electronics & Information Technology, 2000, 22(3): 513-516.

BLIND BEAM-FORMING BASED ON SECOND-ORDER STATISTICS

  • Received Date: 1998-05-18
  • Rev Recd Date: 1999-04-26
  • Publish Date: 2000-05-19
  • In order to recover the statistically imdependent source signals,the paper proposes a novel blind beam-forming approach based on two-order statistics.In this method,the source signals are extracted by the statistic properties of the zero cross-correlation between any two source signlas,under the case of unknown array manifold.The approach can be applied to the array beamforming with arbitrary array manifold and error.The method requires that the noise is white and the source signals are colored or deternuninistic,and not requires the estimation of arrival-direction of signals.In extracting source signals,it will make SNR be largest.On thecontrary to the blind beamforming besed on higher-order statistics,it is simple and robust,and can extensively be applied to the blind separation of mobile communication signals.
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  • Monzingo R A,Miller T W.Introduction to Adaptive Arrays.New York:Wiley,25-200.[2]Cardoso J F,Souloumiac A.Blind beamforming for nonGaussian signals.IEE Proc.-F,1993, 140(2):362-370.[3]Tong L,Inouge Y,Liu R.Waveform preserving blind estimation of multiple independent sources[J].IEEE Trans.On Signal Processing.1993,41(10):2461-2470[4]Gonen E,Mendel J M.Applications of cumulunts to array processing Part III:Blind beamforming for cohenent signal.IEEE Trans on Signal Processing,1997(9):2252-2264.[5]Tong L,Soon V,Huang Y F,Liu R.Indeterminacy and identifiability of blind identification. IEEE Trans.On Circuits Syst.199l,38(3):499-509.[6]Ray R,Kailath T.ESPRIT-estimation of signal parameter via rotational invariance techniques.
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