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极化域-空域联合谱估计精度研究

The Estimation Accuracy of Joint Spectrum in Polarizational and Spatial Domains
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摘要 研究了极化域-空域联合谱估计的精度问题。用克拉美-劳限(CRB)来衡量信号到达角和极化角的估计精度;利用Fisher信息矩阵求逆导出信号到达角和极化角CRB的解析表达式,得出采样点数和阵元数目对估计精度的影响; 通过单个信号源和两个信号源情形下的研究,得出估计精度与信号源位置、信噪比、信干比、信号特征参量之间的关系。 This paper investigates the estimation accuracy of joint spectrum in polarizational and spatial domains. The CramerRao Bound (CRB) is used to evaluate the accuracy of the estimated directions of arrival and polarization angles. The compact form formulas are presented for the CRB corresponding to the joint estimation of the DOAs and polarization angles thought inversing the Fisher Information Matrix. Numerical examples and special cases provide insights into the effects to accuracy of snapshots, number of elements, signal parameters, Signal to noise Ratio ( SNR), Signal to Interferer Ratio ( SIR), spatial separation and polarization difference between signal and interferer.
出处 《信号处理》 CSCD 北大核心 2006年第3期317-320,共4页 Journal of Signal Processing
基金 全国优秀博士论文专项资金(08100101)湖南省自然科学基金(02JJY2100)国防科技大学优秀博士生创新资助
关键词 极化域 空域 联合谱 估计精度 克拉美——劳限 Polarizational Domain Spatial Domain Joint Spectrum Estimation Accuracy CRB
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参考文献4

  • 1徐振海,王雪松,肖顺平,庄钊文.极化域—空域联合谱估计[J].国防科技大学学报,2004,26(3):63-67. 被引量:11
  • 2Xu Zhenhai, Wang Xuesong, Xiao Shunping, Zhuang Zhaowen, Joint Spectrum Estimation of Polarization and Space[ C ]. IEEE ICNNSP' 2003.
  • 3Anthony J. Weiss, Benjamin Friedlander, Performance Analysis of Diversely Polarized Antenna Arrays [ J ] , IEEE Trans. SP, 1991,39(7) : 1589 - 1603.
  • 4Benjamin Friedlander, Anthony J. Weiss, Performance of Diversely Polarized Antenna Arrays for Correlated Signals[J].IEEE Trans. AES, 1992,28 (3) : 869 - 879.

二级参考文献6

  • 1Dino Giuli. Polarization Diversity in Raders[J]. IEEE Proc, 1986,74(2) :245 - 269.
  • 2Xu Zhenhai, Wang Xuesong, Xiao Shunping, Zhusng Zhaowen. Joint Spectrum Estimation of Polarization and Space[C]. IEEEICNNSP'2003.
  • 3Weiss A J, Friedlander B. Performance Analysis of Diversely Polarized Antenna Arrays[J]. IEEE Trans. SP, 1991, 39(7):1589- 1603.
  • 4LEE H B, Wengrovitz M. Resolution Threshold of Beamspace MUSIC forTwo Closely Spaced Emitters[J]. IEEE Trans. ASSP, 1990, 38(9):1545- 1559.
  • 5Friedlander B. A Sensitivity Analysis of the MUSIC Algorithm[J]. IEEE Trans. ASSP, 1990, 39(10):1740- 1751.
  • 6Friedlander B, Weiss A J. The Resolution Threshold of a Direction-finding Algorithm for Diversely Polarized Arrays[ J]. IEEE Trans. SP, 1994, 42(7): 1719 - 1727.

共引文献10

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