用采样相关泽尼克系数模拟各向异性湍流

Nicholas Chimitt, Stanley H. Chan
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引用次数: 9

摘要

模拟大气湍流是评估湍流缓解算法和训练基于学习的方法的重要任务。先进的大气湍流数值模拟器是可用的,但它们需要复杂的波传播,这在计算上非常昂贵。在本文中,我们提出了一种无传播的方法来模拟通过各向异性大气湍流成像。实现这项工作的关键创新是在Zernike空间中绘制空间相关倾斜和高阶像差的新方法。通过建立Basu、McCrae和Fiorino(2015)的到达角相关性与Chanan(1992)的多孔径相关性之间的等价性,我们发现Zernike系数可以根据定义空间相关性的协方差矩阵来绘制。我们提出了快速和可扩展的采样策略来绘制这些样本。新方法允许我们将波传播问题压缩为采样问题,从而使新的模拟器比现有的模拟器快得多。实验结果表明,该模拟器与理论和实际湍流数据吻合良好。
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Simulating Anisoplanatic Turbulence by Sampling Correlated Zernike Coefficients
Simulating atmospheric turbulence is an essential task for evaluating turbulence mitigation algorithms and training learning-based methods. Advanced numerical simulators for atmospheric turbulence are available, but they require sophisticated wave propagations which are computationally very expensive. In this paper, we present a propagation-free method for simulating imaging through anisoplanatic atmospheric turbulence. The key innovation that enables this work is a new method to draw spatially correlated tilts and high-order abberations in the Zernike space. By establishing the equivalence between the angle-of-arrival correlation by Basu, McCrae and Fiorino (2015) and the multi-aperture correlation by Chanan (1992), we show that the Zernike coefficients can be drawn according to a covariance matrix defining the spatial correlations. We propose fast and scalable sampling strategies to draw these samples. The new method allows us to compress the wave propagation problem into a sampling problem, hence making the new simulator significantly faster than existing ones. Experimental results show that the simulator has an excellent match with the theory and real turbulence data.
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