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UC-MUSIC算法的理论与仿真分析

Theoretical and Simulating Analysis of UC-MUSIC Algorithm
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摘要 针对多径传播环境中的信号波达方向估计问题,UC-MUSIC(unitary cyclic MUSIC)算法通过构造循环自相关矩阵的数据模型,使其具有厄尔米特(Hermitian)特性.通过实值分解降低了计算量,较好地解决了多径传播环境中信号高度相关问题,提高了算法性能,并且具有信号选择特性.UC-MUSIC算法均方误差公式的理论推导,证明了该算法既适合独立信号,又适合高度相关信号或者相干信号.此外,仿真实验结果也证明,与Cyclic MUSIC算法相比,该算法不仅适应多径传播环境,而且具有计算量小和性能好等特点. A signal-selective unitary cyclic MUSIC algorithm or UC-MUSIC is proposed to estimate the direction of arrival of signals in multipath environment. Reconstructing the data model in terms of cyclic self-correlation matrix, the algorithm becomes Hermitian and thus provides a good solution to the problem of propagation of highly-correlated signals in a multipath environment via real-valued decomposition to simplify computation. The derivation of mean square error(MSE) shows that this algorithm is adaptable to not only the uncorrelated but also the highly-correlated or coherent signals. In addition, simulation results showed that this algorithm is available to multipath environment and has better performance with lower computational complexity in comparison with the cyclic MUSIC algorithm.
出处 《东北大学学报(自然科学版)》 EI CAS CSCD 北大核心 2006年第4期390-393,共4页 Journal of Northeastern University(Natural Science)
基金 教育部博士点基金资助项目(20050145019) 河北省科技厅科学研究指导计划项目(Z2004103)
关键词 波达方向 循环平稳 阵列信号处理 多径传播 移动通信 direction ot arrival (DOA) cyclostationarity array signal processing multipath propagation mobile communications
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参考文献10

  • 1Schmidt R O.Multiple emitter location and signal parameter estimation[J].IEEE Trans on Antennas and Propagation,1986,34(3):276-280.
  • 2Roy R,Kailath T.ESPRIT-estimation of signal parameters via rotational invariance techniques[J].IEEE Trans ASSP,1989,37(7):984-995.
  • 3Gardner W A.Simplification of MUSIC and ESPRIT by exploitation of cyclostationarity[J].Proc of the IEEE,1988,76(7):845-847.
  • 4Schell S V,Calabreta R A,Gardner W A,et al.Cyclic MUSIC algorithms for signal-selective DOA estimation[A].Proceedings of IEEE ICASSP[C].Glasgow:IEEE,1989.2278-2281.
  • 5Gardner W A,Spooner C M,Schell S V,et al.Cyclostationarity in communications and signal processing[M].New York:IEEE,1993.168-239.
  • 6Schell S V.Performance analysis of the cyclic MUSIC method of direction estimation for cyclostationary signals[J].IEEE Trans SP,1994,42(11):3043-3050.
  • 7Gelli G,Izzo L.Cyclostationarity-based coherent methods for wideband-signal source location[J].IEEE Trans SP,2003,51(10):2471-2482.
  • 8Charge P,Wang Y,Sailard J.An extended cyclic MUSIC algorithm[J].IEEE Trans SP,2003,51(7):1695-1701.
  • 9Liu Z G,Wang J K.Unitary cyclic MUSIC algorithm in a multipath environment[A].Proceedings of EUSIPCO[C].Vienna:EURASIP,2004.2155-2158.
  • 10刘志刚,汪晋宽,薛延波,王涛.基于实值分解技术的UC-MUSIC算法[J].东北大学学报(自然科学版),2005,26(7):629-632. 被引量:1

二级参考文献13

  • 1Williams R T, Prasad S, Mahalanabis A K, et al. An improved spatial smoothing technique for bearing estimation in a multipath environment[J]. IEEE Trans ASSP, 1988,36(4):425-432.
  • 2Haardt M, Nossek J A. Unitary ESPRIT:how to obtain increased estimation accuracy with a reduced computational burden[J]. IEEE Trans SP, 1995,43(5):1232-1242.
  • 3Pesavento M, Gershman A B, Haardt M. Unitary root MUSIC with a real-valued eigendecomposition: a theoretical and experimental performance study[J]. IEEE Trans SP, 2000,48(5):1306-1314.
  • 4Wong K M, Zhang Q T, Reilly J P, et al. On information theoretic criteria for determining the number of signals in high resolution array processing[J]. IEEE Trans ASSP, 1990,38(11):1959-1971.
  • 5Schmidt R. Multiple emitter location and signal parameter estimation[J]. IEEE Trans on Antennas and Propagation, 1986,34(3):276-280.
  • 6Roy R, Kailath T. ESPRIT-estimation of signal parameters via rotational invariance techniques[J]. IEEE Trans ASSP, 1989,37(7):984-995.
  • 7Gardner W A. Simplification of MUSIC and ESPRIT by exploitation of cyclostationarity[J]. Proc of the IEEE, 1988,76(7):845-847.
  • 8Schell S V, Calabreta R A, Gardner W A, et al. Cyclic MUSIC algorithms for signal-selective DOA estimation[A]. Proc IEEE ICASSP[C]. Glasgow: IEEE, 1989.2278-2281.
  • 9Gardner W A, Spooner C M, Schell S V, et al. Cyclostationarity in communications and signal processing[M]. New York:IEEE,1993. 168-239.
  • 10Gelli G, Izzo L. Cyclostationarity-based coherent methods for wideband-signal source location[J]. IEEE Trans SP, 2003,51(10):2471-2482.

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