文章研究了背景为子空间干扰加高斯杂波的距离扩展目标方向检测问题.杂波是均值为零协方差矩阵未知但具有斜对称特性的高斯杂波,目标与干扰分别通过具备斜对称特性的目标子空间和干扰子空间描述.针对方向检测问题,利用上述斜对称性,根据广义似然比检验(Generalized Likeli-hood Ratio Test,GLRT)准则的一步与两步设计方法,设计了基于GLRT的一步法与两步法的距离扩展目标方向检测器.通过理论推导证明了这2种检测器相对于未知杂波协方差矩阵都具有恒虚警率.对比相同背景下已有检测器,特别是在辅助数据有限的场景下,文章提出的2个检测器表现出了优越的检测性能.
Design of Persymmetric Direction Detectors Based on GLRT Under Subspace Interference Plus Gaussian Clutter
The problem of direction detection of range-spread targets with subspace interference plus Gaussian clutter in the background is studied,the clutter is Gaussian clutter with zero mean persymmetry covariance matrix unknown,the tar-get and interference are described by target subspace and interference subspace with persymmetry property.The persym-metry of the matrix is utilized for the direction detection problem,one-step and two-step design methods based on the gen-eralized likelihood ratio test(GLRT)criterion are proposed as one-step and two-step range-spread target direction detec-tors based on the GLRT.And it is proved by theoretical derivation that both detectors have constant false alarm rate with respect to the unknown clutter covariance matrix.Comparing with the existing detectors in the same background,especial-ly in the limited training data scenarios,the simulation results prove the effectiveness of the proposed two detectors.
Generalized Likelihood Ratio Testrange-spread targetdirection detectorpersymmetryconstant false alarm rate
国家科技期刊平台
NSTL
万方数据
维普
