Research on the MODE-TOEP Beamforming Algorithm

Frost O L. An algorithm for linear constrained adaptiveprocessing [J]. IEEE Proc. 1972, 60(8): 926-935.[2]Yu J L and Yeh C C. Generalized eigenspace-basedbeamformers [J].IEEE Trans. on SP.1995, 43(11):2453-2461[3]Lee C C and Lee J H. Eigenspace-based adaptive arraybeamforming with robust capabilities [J]. IEEE Trans. on AP,1997, 45(12): 1711-1716.[4]Chang L and Yeh C C. Effect of pointing errors on theperformance of the projection beamformer [J]. IEEE. Trans.on AP, 1993, 41(8): 1045-1055.[5]Shan T J and Kailath T. Adaptive beamforming for coherentsignals and interference [J]. IEEE Trans. on AP, 1985, 33(3):527-536.[6]Elmaraazey M. An adaptive spatial smoothing technique forbeamforming in the presence of correlated arrivals [J]. IEEEProceedings International Symposium on Circuits andSystems, Australia, 1993, 1: 208-211.[7]Wax M and Sheinvald J. Direction finding of coherent signalsvia spatial smoothing for uniform circular arrays [J]. IEEETrans. on AP, 1994, 42(5): 613-619.[8]Eiges R and Griffiths H D. Mode space spatial spectralestimation for circular arrays [J]. IEE Proceedings F Radar,Sonar and Navigation, London, 1994, 14: 300-306.[9]马常霖, 彭应宁, 田立生, 刘建华. 均匀圆阵相干信源DOA估计的模式平滑算法[J]. 电子科学学刊, 1998, 20(1): 14-19.Ma C L, Peng Y N, and Tian L S, et al.. Mode spacesmoothing algorithm for DOA estimation of coherent sourcewith Uniform Circular Array [J]. Journal of Electronics, 1998,20(1): 14-19.