摘要
The regularized Least-Squares Estimation method of Signal Parameters via Rotational Invariance Techniques (LS-ESPRIT) is herein proposed for Direction-Of-Arrival (DOA) estimation of non-Gaussian sources with only one acoustic vector-sensor. The Second-Order Statistics (SOS) and Higher-Order Statistics (HOS) of data are fused within a regularization framework. The steering vectors can be blindly identified by the regularized ESPRIT, from which the aim of DOA estimation can be achieved. Several variants of the regularized ESPRIT are discussed. A suboptimal scheme for deter- mination of the regularization parameters is also given.
The regularized Least-Squares Estimation method of Signal Parameters via Rotational Invariance Techniques （LS-ESPRIT） is herein proposed for Direction-Of-Arrival （DOA） estimation of non-Gaussian sources with only one acoustic vector-sensor. The Second-Order Statistics （SOS） and Higher-Order Statistics （HOS） of data are fused within a regularization framework. The steering vectors can be blindly identified by the regularized ESPRIT, from which the aim of DOA estimation can be achieved. Several variants of the regularized ESPRIT are discussed. A suboptimal scheme for determination of the regularization parameters is also given.
基金
Supported by the University Basic Research Foundation of Beijing Institute of Technology (No.BIT-UBF- 200501F4202).
关键词
矢量敏感器
DOA
HOS
通讯系统
Direction-Of-Arrival （DOA） estimation
Vector-sensor
Higher-Order Statistics （HOS）
