首页> 外文会议>Progress in electromagnetics research symposium;PIERS 2010 Xi'an >An Improved Algorithm of Orthogonal Vector Spectral Estimation Method
【24h】

An Improved Algorithm of Orthogonal Vector Spectral Estimation Method

机译:正交矢量光谱估计方法的改进算法

获取原文

摘要

Orthogonal Vector Spectral Estimation method-: OVSS method, with high statistical stability, high resolution, is much better than other existing spectral estimation methods (such as the MUSIC method). But while the method is used for dealing with superposition of multiple sinusoidal signals, the pseudo-peaks will often appear. In this paper, the principle of the OVSS is investigated in detailed. A new matrix is formed by using the elements of the primary eigenvectors and the right singular vector corresponding to the zero singular value of the matrix is orthogonal with signal space. Actually, the signal information can be extracted by extending the processing of autocorrelation matrix. However, when there are several signals, pseudo-peaks will appear inevitably because of spurious zeros. From this view, a new method for eliminating the pseudo-peaks should be found. Based on the matrix above, a modified matrix is formed through reusing the specific elements on specific positions, and then following the steps of OVSS method, a modified OVSS method can be gained. A large number of simulation experiments show that, the pseudo-peaks can be eliminated by using the modified OVSS method, with a little loss of resolution in low SNR cases, and without significant loss of statistical stability in high SNR cases.
机译:正交矢量谱估计方法 - OVSS方法,具有高统计稳定性,高分辨率,远优于其他现有频谱估计方法(例如音乐方法)。但是,虽然该方法用于处理多个正弦信号的叠加,但通常会出现伪峰值。本文详细研究了OVSS的原理。通过使用主特征向量的元件形成新的矩阵,并且对应于矩阵的零奇异值的右奇异向量与信号空间正交。实际上,可以通过扩展自相关矩阵的处理来提取信号信息。然而,当有几个信号时,伪峰值将不可避免地出现,因为杂散的零。从这个视图中,应找到一种消除伪峰的新方法。基于上面的矩阵,通过在特定位置上重用特定元素来形成修改的矩阵,然后在OVSS方法的步骤之后,可以获得修改的OVSS方法。大量的仿真实验表明,通过使用改性的OVSS方法可以消除伪峰,在低SNR病例中具有少量分辨率损失,并且在高SNR病例中没有显着损失统计稳定性。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号