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Coherent process and optimal weighting for sparse frequency agility waveform

机译:稀疏频率捷变波形的相干过程和最佳加权

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This paper considers the coherent processing of a sparse frequency agility radar, aiming at achieving the advantages of both frequency agility and coherent processing in anti-jamming. Sparse frequency here refers to a discontinuous band occupation, which is intended to dilute the hostile jamming. A new Doppler processer based on nonuniform fast Fourier transform (NUFFT) is proposed to replace the conventional one. As waveform with discontinuous spectrum suffer from high range sidelobes or grating lobes, a new range synthesizer is designed to address it. Also considered is the selection of mismatch weights of the frequency agility waveform, aiming at suppressing the sidelobe response under a mismatch loss constraint. The weights design is formulated into a convex optimization and solved by interior-point method (IPM).
机译:本文考虑了稀疏频率捷变雷达的相干处理,旨在实现频率捷变和相干处理在抗干扰方面的优势。这里的稀疏频率是指不连续的频带占用,其目的是为了减少敌对干扰。提出了一种基于非均匀快速傅立叶变换(NUFFT)的多普勒处理器,以代替传统的处理器。由于具有不连续频谱的波形遭受高范围旁瓣或光栅瓣的困扰,因此设计了一种新型范围合成器来解决该问题。还考虑选择频率捷变波形的失配权重,旨在抑制失配损耗约束下的旁瓣响应。权重设计被公式化为凸优化,并通过内点法(IPM)求解。

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