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Overcoming polar-format issues in synthetic aperture radar multichannel autofocus

机译:克服合成孔径雷达多通道自动聚焦中的极坐标格式问题

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摘要

Multichannel autofocus (MCA) is a subspace-based autofocus method for solving the defocusing problem in synthetic aperture radar. In addition to the one-dimensional (1D) defocusing assumption, MCA assumes that the perfectly focused image has a low-return region, which is naturally guaranteed by the spatially limited nature of the radar antenna footprint. In theory, MCA yields better or even perfect solutions compared to other autofocus methods. However, the authors have discovered that MCA is far more sensitive to violation of the 1D defocusing assumption compared to other methods; in fact, MCA is unsuitable for even fairly small data-collection angles. Fortunately, this problem can be solved if they reverse the order of two steps in the image formation process and apply MCA in a domain where the defocusing effect is one dimensional. The distorted version of the image, obtained by inverse Fourier transforming the polar-grid data without further interpolation, contains regions satisfying a low-return assumption, but the region of low return must be carefully specified for best performance. They present simulation results of the proposed method, reversed-step MCA, for various ranges of look angles and discuss the selection of low-return constraints.
机译:多通道自动聚焦(MCA)是一种基于子空间的自动聚焦方法,用于解决合成孔径雷达中的散焦问题。除了一维(1D)散焦假设外,MCA还假设完全聚焦的图像具有低折返区域,这自然是由雷达天线覆盖范围的空间有限性质保证的。从理论上讲,与其他自动对焦方法相比,MCA可以提供更好甚至更好的解决方案。然而,作者发现,与其他方法相比,MCA对违反一维散焦假设更加敏感。实际上,MCA甚至不适用于很小的数据收集角度。幸运的是,如果他们在成像过程中颠倒两个步骤的顺序并将MCA应用于散焦效果为一维的区域,则可以解决此问题。通过不经进一步插值对傅里叶栅格数据进行逆傅立叶变换而获得的图像变形版本包含满足低返回假设的区域,但是必须仔细指定低返回区域以实现最佳性能。他们提供了针对各种视角范围的拟议方法反向步MCA的仿真结果,并讨论了低返回约束的选择。

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