摘要
在基于特征空间(ESB)的自适应波束形成算法中,针对当指向误差落在波束主瓣的边缘特定角度时,输出信干噪比下降,且信号子空间需要进行费时的特征值分解的问题,提出了改进线性约束最小方差(LCMV)算法。在假定的期望信号方向附近减少一个方向性约束条件,并基于信号特征值大于噪声特征值的这一特性,利用空间协方差矩阵逆的高阶次幂来逼近信号子空间,无须特征分解,将求得的权矢量向改进的信号子空间投影。该方法能够大大减少计算量,同时还显著提高了自适应波束形成稳健性。通过仿真分析及结果比较验证了算法的正确性和有效性,因此从工程应用的角度看,具有一定的参考价值。
In the eignspace-based(ESB) adaptive beamforming algorithm,when the pointing error falls in some certain positions near the mainlobe edge,the output SINR would reduce and for the signal subspace,the time-consuming eigenvalue decomposition would be needed.This paper put forward the improved linear constraints minimum variance(LCMV) algorithm,which would reduce a directional constraint near the direction of the assumed desired signals.And through the high order power of the inverse spatial covariance matrix to approach the signal subspace based on the characteristic of signal eigenvalue larger than noise eigenvalue which could avoid the eigen decomposition,then projected the obtained weight vector onto the improved signal subspace.Compared by simulation analysis and results show that the method can greatly reduce the computation,but also significantly improve the robustness of adaptive beamforming.Therefore,from the engineering application perspective,the research is of great reference value.
出处
《计算机应用研究》
CSCD
北大核心
2011年第11期4057-4059,共3页
Application Research of Computers
基金
国家"863"计划资助项目
安徽省自然科学基金资助项目(090412035)
安徽大学学术创新研究扶持和强化项目
关键词
自适应波束形成
特征分解
稳健性
线性约束最小方差
信号子空间
adaptive beamforming
eigen decomposition
robustness
linear constraints minimum variance
signal subspace