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Robust space time processing based on bi-iterative scheme of secondary data selection and PSWF method

机译:基于二次数据选择和PSWF方法的双向迭代的鲁棒时空处理

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摘要

Prolate spheroidal wave function (PSWF) method could improve the target detection performance for space-time adaptive processing (STAP) in nonhomogeneous environment. However, it may be ineffective with system parameter error. In this paper, we correct the system parameter with clutter spectrum analysis. Since contaminated samples contained in the secondary data set have detrimental impact on this spectrum analysis, the traditional sample selection method of generalized inner production (GIP) is combined with PSWF method, and then a bi-iterative scheme is proposed. Firstly, the system parameter for PSWF is estimated via the analysis of spectrum image, which is constructed with the secondary data set. Then, the covariance matrix is derived by PSWF method with the estimated parameter. Thirdly, the GIP sample selection technique is implemented with the PSWF covariance matrix, and the secondary data set would be updated. Repeat these steps until a stable parameter is obtained. Several vital issues such as how to estimate the parameter with real data and why the precision of covariance matrix could be improved during the iteration are analyzed. In the end, the validity of the proposed algorithm is substantiated by practical and simulation results. (C) 2016 Elsevier Inc. All rights reserved.
机译:球面扁波函数(PSWF)方法可以提高非均匀环境中时空自适应处理(STAP)的目标检测性能。但是,它可能对系统参数错误无效。在本文中,我们通过杂波频谱分析来校正系统参数。由于次要数据集中包含的污染样本对该频谱分析有不利影响,因此将传统的内部生产样本选择方法(GIP)与PSWF方法相结合,提出了一种双向迭代方案。首先,通过频谱图像分析估算PSWF的系统参数,该频谱图像是用辅助数据集构建的。然后,利用估计的参数通过PSWF方法导出协方差矩阵。第三,使用PSWF协方差矩阵实现GIP样本选择技术,并将更新辅助数据集。重复这些步骤,直到获得稳定的参数。分析了几个至关重要的问题,例如如何使用实际数据估计参数以及为什么在迭代过程中可以提高协方差矩阵的精度。最后,通过实际和仿真结果验证了所提算法的有效性。 (C)2016 Elsevier Inc.保留所有权利。

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