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Parameterized two-dimensional representation for multicomponent cubic phase signals and its application in ISAR imaging of fluctuating ship

机译:多组分立方相位信号的参数化二维表示及其在波动船舶ISAR成像中的应用

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The cubic phase signal (CPS) can be determined by two physical quantities, the chirp rate and quadratic chirp rate. With this characteristic, this paper proposes the parameterized two-dimensional representation (PTDR), which can be seen as an extension of the chirp rate-quadratic chirp rate distribution (CRQCRD). The goal of the PTDR is to accurately estimate parameters of multicomponent CPSs under low signal-to-noise ratios (SNRs). The PTDR is simple and can be implemented by using the complex multiplication, fast Fourier transform (FFT) and nonuniform FFT (NUFFT). In this paper, the computational cost, resolution, cross term suppression and anti-noise performance are analyzed for the PTDR. With several synthetic examples, comparisons with other five algorithms are performed and demonstrate that the PTDR can achieve higher resolution, cross term suppression and anti-noise performance with a moderate computational cost. Finally, the PTDR is employed to reconstruct inverse synthetic aperture radar (ISAR) image of the fluctuating ship and the real radar data simulations validate the effectiveness of the PTDR-based ISAR imaging algorithm. (C) 2017 Published by Elsevier Inc.
机译:立方相信号(CPS)可以由两个物理量,啁啾率和二次啁啾率确定。利用这种特性,本文提出了参数化的二维表示(PTDR),其可以被视为啁啾率 - 二次啁啾率分布(CRQCRD)的延伸。 PTRD的目标是在低信噪比(SNR)下准确估计多组分CPS的参数。 PTDR很简单,可以通过使用复杂的乘法,快速傅里叶变换(FFT)和不均匀的FFT(NUFFT)来实现。本文对PTDR分析了计算成本,分辨率,横术抑制和抗噪声性能。利用若干合成实例,执行与其他五种算法的比较,并证明PTDR可以以适度的计算成本实现更高的分辨率,横术抑制和抗噪声性能。最后,采用PTDR重建波动船的逆合成孔径雷达(ISAR)图像,并且实际雷达数据仿真验证了基于PTDR的ISAR成像算法的有效性。 (c)2017年由elsevier公司发布

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