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A deterministic auto-regressive STAP approach for nonhomogenerous clutter suppression

机译:确定性自回归STAP方法用于非均匀杂波抑制

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摘要

Direct data domain (DDD) space-time adaptive processing methods avoid nonhomogenerous training samples and can effectively suppress the clutter within the test range cell. However, it suffers inevitable performance loss due to the spatial and temporal smoothing process. Furthermore, the clutter suppression ability of these methods sharply degrades when applied to non-uniform and non-linear array for airborne radar. In this paper, a novel clutter suppression approach in the direct data domain is proposed, which describes clutter characteristic of the test range cell with AR model. For convenience, the novel method is referred to as . It utilizes the most system DOF. Hence, it suffers less aperture loss, compared to conventional DDD methods, e.g., the direct data domain least squares (). More importantly, can achieve much better clutter suupression prformance than when applied to conformal array airborne radar because it does not need the spatial smoothing. The effectiveness of the is verified by numerical examples for the case of a circular array.
机译:直接数据域(DDD)时空自适应处理方法避免了非均匀训练样本,并可以有效地抑制测试范围单元内的混乱。但是,由于空间和时间平滑过程,它不可避免地会遭受性能损失。此外,当将这些方法应用于机载雷达的非均匀和非线性阵列时,其杂波抑制能力会急剧下降。本文提出了一种新的直接数据域杂波抑制方法,该方法用AR模型描述了测距单元的杂波特性。为了方便起见,该新颖方法称为。它利用最多的系统自由度。因此,与传统的DDD方法相比,例如直接数据域最小二乘(),其孔径损失较小。更重要的是,与应用于共形阵列机载雷达相比,可以获得更好的杂波抑制性能,因为它不需要空间平滑。对于圆形阵列,通过数值示例来验证的有效性。

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