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Knowledge-Aided Covariance Matrix Estimation in Spiky Radar Clutter Environments

机译:尖峰雷达杂波环境中的知识辅助协方差矩阵估计

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Space-time adaptive processing (STAP) is an important airborne radar technique used to improve target detection in clutter-limited environments. Effective STAP implementation is dependent on accurate space-time covariance matrix estimation. Heterogeneous clutter, including spiky, spatial clutter variation, violates underlying STAP training assumptions and can significantly degrade corresponding detection performance. This paper develops a spiky, space-time clutter model based on the K-distribution, assesses the resulting impact on STAP performance using traditional methods, and then proposes and evaluates the utility of the knowledge-aided parametric covariance matrix estimation (KAPE) method, a model-based scheme that rapidly converges to better represent spatial variation in clutter properties. Via numerical simulation of an airborne radar scenario operating in a spiky clutter environment, we find substantial improvement in probability of detection ( P D ) for a fixed probability of false alarm ( P F A ) for the KAPE method. For example, in the spiky clutter environment considered herein, results indicate a P D of 32% for traditional STAP and in excess of 90% for KAPE at a P F A of 1E-4, with a corresponding difference of 11.5 dB in threshold observed from exceedance analysis. The proposed K-distributed spiky clutter model, and application and assessment of KAPE as an ameliorating STAP technique, contribute to an improved understanding of radar detection in complex clutter environments.
机译:时空自适应处理(STAP)是一种重要的机载雷达技术,用于改善杂波受限环境中的目标检测。有效的STAP实施取决于准确的时空协方差矩阵估计。异类杂波(包括尖峰的,空间杂波的变化)违反了潜在的STAP训练假设,并可能显着降低相应的检测性能。本文开发了一种基于K分布的尖刻的时空杂波模型,使用传统方法评估了对STAP性能的影响,然后提出并评估了知识辅助参数协方差矩阵估计(KAPE)方法的实用性,一种基于模型的方案,可以快速收敛以更好地表示杂波属性的空间变化。通过在尖峰杂波环境中运行的机载雷达场景的数值模拟,我们发现对于KAPE方法,对于固定误报概率(P F A),检测概率(P D)有了很大的提高。例如,在此处考虑的尖峰杂乱环境中,结果表明,在PFA为1E-4时,传统STAP的PD为32%,对于KAPE则超过90%,从超出量分析中观察到的阈值相差11.5 dB 。提出的K分布尖峰杂波模型,以及作为改进STAP技术的KAPE的应用和评估,有助于增进对复杂杂波环境中雷达检测的了解。

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