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Hybrid Detection Approach for STAP in Heterogeneous Clutter

机译:异构杂波中STAP的混合检测方法

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We address the problem of radar target detection under clutter heterogeneity. Traditional approaches, designated as the two-data set (TDS) algorithms, require a training data set in order to estimate the interference covariance matrix and implement the adaptive filter. This training data is usually drawn from range gates adjacent to the cell under test (CUT) that are deemed to be statistically homogeneous with it. When the training data exhibits statistical heterogeneity with respect to the test data, the performance of the TDS detectors degrades. The single-data set (SDS) detectors have been proposed to deal with this problem by operating solely on the test data. In this paper, we present a general hybrid approach that combines the SDS and TDS algorithms, taking the degree of heterogeneity into account. This makes the SDS and TDS detectors special cases of the more general hybrid formulation. We derive the hybrid detectors and propose the use of the generalised inner product as a heterogeneity measure. We analyse the new hybrid detectors and give expressions for the probabilities of false alarm and detection when the clutter is assumed homogeneous, and we assess their performance under heterogeneity using Monte Carlo simulations. The results show that the new detectors outperform both the TDS and SDS algorithms under both homogeneous and heterogeneous interference.
机译:我们解决了杂波异质性下的雷达目标检测问题。称为二数据集(TDS)算法的传统方法需要训练数据集,以便估计干扰协方差矩阵并实现自适应滤波器。此训练数据通常是从与被测单元(CUT)相邻的距离门得出的,这些距离门被认为与其在统计上是同质的。当训练数据相对于测试数据表现出统计异质性时,TDS检测器的性能将下降。已提出单数据集(SDS)检测器通过仅对测试数据进行操作来解决此问题。在本文中,我们提出了一种将SDS和TDS算法结合在一起的通用混合方法,同时考虑了异构程度。这使得SDS和TDS检测器成为更通用的混合配方的特殊情况。我们推导了混合探测器,并提出了将广义内积用作异质性度量的建议。我们分析了新的混合检测器,并给出了假设杂波均匀的错误警报和检测概率的表达式,并使用蒙特卡洛模拟评估了它们在异质性下的性能。结果表明,在同质和异质干扰下,新型检测器均优于TDS和SDS算法。

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