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信源数目估计误差影响下的修正二维MUSIC算法分析
引用本文:张浩,张志军,朱国军.信源数目估计误差影响下的修正二维MUSIC算法分析[J].西安电子科技大学学报,2007,34(4):577-582.
作者姓名:张浩  张志军  朱国军
作者单位:(西安电子科技大学 雷达信号处理重点实验室,陕西 西安 710071)
摘    要:针对信源数目过估计下二维MUSIC算法会出现虚假信号和欠估计下某些谱峰消失的问题, 通过将降维技术与一维噪声子空间算法相结合,提出一种基于正交阵列结构的修正二维MUSIC算法.该算法将复杂的二维处理问题转化为3个简单的一维问题,通过组合3个并行的均匀线阵分别估计出一维波达方向进行空间测向.仿真结果表明该算法在未知信源数目的情况下,仍能正确判断出信号的来波方向.

关 键 词:阵列信号处理  信号DOA估计  二维MUSIC算法  正交阵列  
文章编号:1001-2400(2007)04-0577-06
修稿时间:2006-09-28

Performance analysis of the modified 2-D MUSIC algorithm under the effect of the source number estimation Error
ZHANG Hao,ZHANG Zhi-jun,ZHU Guo-jun.Performance analysis of the modified 2-D MUSIC algorithm under the effect of the source number estimation Error[J].Journal of Xidian University,2007,34(4):577-582.
Authors:ZHANG Hao  ZHANG Zhi-jun  ZHU Guo-jun
Affiliation:(Key Lab. of Radar Signal Processing, Xidian Univ., Xi′an 710071, China) ;
Abstract:Based on the problem that some unexpected peaks appear in the 2-D MUSIC spectrum when the source number is over estimated and some peaks of the 2-D MUSIC spectrum disappear when the source number is under-estimated. By combining the reducing-dimension technique with the ONEDIMENSION NOISE SUB-SPACE algorithm, an modified 2-D MUSIC algorithm based on three orthogonal linear arrays is discussed in this paper. It could convert the complicated 2-D processing into three simple 1-D processings. This algorithm utilizes the 1-D DOA which is estimated by the three collateral linear arrays respectively. Computer simulation results indicate that the modified algorithm can give the DOA successfully under the situation of un-known source numbers.
Keywords:array signal processing  signal DOA estimation  2-D MUSIC algorithm  orthogonal array
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