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Multichannel High Resolution Wide Swath SAR Imaging for Hypersonic Air Vehicle with Curved Trajectory

机译:高超声速弯轨飞行器多通道高分辨率宽幅SAR成像

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摘要

Synthetic aperture radar (SAR) equipped on the hypersonic air vehicle in near space has many advantages over the conventional airborne SAR. However, its high-speed maneuvering characteristics with curved trajectory result in serious range migration, and exacerbate the contradiction between the high resolution and wide swath. To solve this problem, this paper establishes the imaging geometrical model matched with the flight trajectory of the hypersonic platform and the multichannel azimuth sampling model based on the displaced phase center antenna (DPCA) technology. Furthermore, based on the multichannel signal reconstruction theory, a more efficient spectrum reconstruction model using discrete Fourier transform is proposed to obtain the azimuth uniform sampling data. Due to the high complexity of the slant range model, it is difficult to deduce the processing algorithm for SAR imaging. Thus, an approximate range model is derived based on the minimax criterion, and the optimal second-order approximate coefficients of cosine function are obtained using the two-population coevolutionary algorithm. On this basis, aiming at the problem that the traditional Omega-K algorithm cannot compensate the residual phase with the difficulty of Stolt mapping along the range frequency axis, this paper proposes an Exact Transfer Function (ETF) algorithm for SAR imaging, and presents a method of range division to achieve wide swath imaging. Simulation results verify the effectiveness of the ETF imaging algorithm.
机译:与常规机载SAR相比,近空高超声速飞行器上装备的合成孔径雷达(SAR)具有许多优势。然而,其具有弯曲轨迹的高速机动特性导致严重的距离偏移,并加剧了高分辨率与宽幅带之间的矛盾。为解决这一问题,本文建立了与高超声速平台飞行轨迹相匹配的成像几何模型和基于位移相中心天线(DPCA)技术的多通道方位采样模型。此外,基于多通道信号重构理论,提出了一种使用离散傅里叶变换的更有效的频谱重构模型,以获得方位均匀采样数据。由于倾斜距离模型的复杂性很高,因此很难推论出SAR成像的处理算法。因此,基于极小极大准则推导了一个近似范围模型,并使用二种群协进化算法获得了余弦函数的最佳二阶近似系数。在此基础上,针对传统的Omega-K算法不能补偿沿Stolt沿距离频率轴映射的残留相位的问题,提出了一种用于SAR成像的精确传递函数(ETF)算法,提出了一种精确的SAR成像算法。范围划分的方法,以实现宽幅成像。仿真结果验证了ETF成像算法的有效性。

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