吉林大学学报(工学版) ›› 2004, Vol. ›› Issue (4): 611-616.
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WANG Bo, WANG Shuxun, HAN Xiao
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[1] SWINDLEHURST A L, KAILATH T. Passive direction-of-arrival and range estimation for near-field sources[C]∥IEEE Spectrum Estimation and Modeling. Workshop, Minneapolis, MN USA, 1988:123-128. [2] HUANG Y D, BARKAT M. Near-field multiple source localization by passive sensor array[J]. IEEE Trans Antennas and Propagation, 1991, 39(7):968-975. [3] STARER D, NEHORAI A. Passive localization of near-field sources by path following[J]. IEEE Trans SP, 1994, 42(3):677-680. [4] LEE J H,LEE C M, LEE K K. A modified path-following algorithm using a known algebraic path[J]. IEEE Trans SP, 1999, 47(5):1407-1409. [5] ABED-MERAIM K,HUA Y, BELOUCHRANI A. Second-order near-field source localization:algorithm and performance analysis[C]∥Proceedings of Asilomar Conference, Pacific Grove, CA USA, 1996:723-727. [6] CHALLA R N, SHAMSUNDER S. 3-D spherical localization of multiple non-Gaussian sources using cumulants[C]∥8th IEEE Signal Processing Proceedings.Workshop on Statistical Signal and Array Processing, Corfu, GREECE, 1996:101-104. [7] HUNG H S, CHANG S H, WU C H. Near-field source localization using MUSIC with polynomial rooting[J]. Journal of Marine Science and Technology, 1998, 6(1):1-7. [8] LEE C M, YOO K S, LEE K K. Efficient algorithm for localizing 3-D narrowband multiple sources[J]. IEEE Proceedings, 2001,148(1):23-26. [9] LEE J H, PARK D H, PARK G T, LEE K K. Algebraic path-following algorithm for localizing 3-D near field sources in uniform circular array[J]. IEEE Electronics Letters, 2003, 39(17):1283-1285. [10] KABAOGLU N, CIRPAN H A, CEKLI E, PAKER S. Maximum likelihood 3-D near-field source localization using the EM algorithm[C]∥8th IEEE International Symposium on Computers and Communications, Kemer-Antalya, Turkey, 2003:492-497. [11] ABED-MERAIM K, HUA Y. 3-D near field source localization using second order statistics[C]∥Conference Record of the Thirty-First Asilomar Conference on Signals, Systems & Computers, Pacific Grove, CA USA,1997:1307-1311. [12] CHALLA R N, SHAMSUNDER S. High-order subspace-based algorithms for passive localization of near-field sources[C]∥29th Asilomar Conference, 1995:777-781. |
[1] | WANG Li-Guo, WANG Ke, SUN Xiao-Ying. Joint estimation method of azimuth, elevation, range and polarization for near field sources based on MP algorithm [J]. 吉林大学学报(工学版), 2010, 40(03): 842-0847. |
[2] |
Huang Jia-cai,Shi Yao-wu,Zhou Xin.
Fourthorder cumulantbased range, frequency and DOA estimation of polarized nearfield sources [J]. 吉林大学学报(工学版), 2006, 36(06): 973-0977. |
[3] | Huang Zhiqiang , Wang Shuxun , Wang Bo. New Method for 4D Parameters Estimation in Nearfield Sources [J]. 吉林大学学报(工学版), 2006, 36(01): 72-0076. |
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