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Range Ambiguous Clutter Suppression for Airborne FDA-STAP Radar

机译:机载FDA-STAP雷达的距离模糊杂波抑制

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Airborne radar arrays oriented toward any direction other than sidelooking cause the range dependence of clutter. It is difficult to handle this range dependence problem in the presence of range ambiguity. Frequency diverse array (FDA) employs a small frequency increment across the array elements, which induces the spatial frequency variant with respect to slant range. Thus, it provides extra degrees-of-freedom in range domain. In this paper, a novel framework of space-time adaptive processing (STAP) radar is established with FDA as the transmit array. In the FDA-STAP radar, the range ambiguous clutter can be discriminated in spatial frequency domain. This is due to the fact that the spatial frequencies of the clutters from different slant ranges are distinguishable even though the range ambiguous clutter is within the same range bin. Simultaneously, the FDA-STAP radar induces secondary range dependence of clutter. To alleviate the secondary range dependence of clutter, a secondary range dependence compensation (SRDC) method is proposed for two cases: 1) the target is assumed in the unambiguous range region and 2) the target is assumed in the ambiguous range region. After the range ambiguous clutter is separated in the spatial frequency domain by using the proposed SRDC method, the traditional clutter compensation approach is applied to further align the spectrum distribution of clutter. Our simulation results demonstrate the superiority of the proposed approach in clutter suppression under range ambiguous clutter scenarios.
机译:机载雷达阵列朝向除侧视以外的任何方向,都会导致杂波的范围依赖性。在存在范围歧义的情况下,很难处理此范围依赖问题。频率变化阵列(FDA)在整个阵列元件上采用较小的频率增量,这会导致相对于倾斜范围的空间频率变化。因此,它在范围域内提供了额外的自由度。在本文中,建立了以FDA为发射阵列的新型时空自适应处理(STAP)雷达框架。在FDA-STAP雷达中,可以在空间频域中区分距离模糊的杂波。这是由于这样的事实,即使距离模糊的杂波位于相同的距离范围内,来自不同倾斜范围的杂波的空间频率也是可区分的。同时,FDA-STAP雷达引起杂波的次级范围依赖性。为了减轻杂波的次级距离依赖性,针对两种情况提出了一种次级距离依赖性补偿(SRDC)方法:1)将目标假定在明确的范围区域内; 2)将目标假定在模糊的范围区域内。利用所提出的SRDC方法在空间频域中将距离模棱两可的杂波分离后,采用传统的杂波补偿方法进一步对准杂波的频谱分布。我们的仿真结果证明了该方法在距离模棱两可的杂波情况下抑制杂波的优越性。

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