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Temporal Variability and Statistics of the Strehl Ratio in Adaptive-Optics Images

机译:自适应光学图像的时变和斯特列尔比的统计

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We have investigated the temporal variability and statistics of the "instantaneous" Strehl ratio. The observations were carried out with the 3.63-m AEOS telescope equipped with a high-order adaptive-optics system. In this paper Strehl ratio is defined as the peak intensity of a single short exposure. We have also studied the behavior of the phase variance computed on the reconstructed wavefronts. We tested the Marechal approximation and used it to explain the observed negative skewness of the Strehl ratio distribution. The estimate of the phase variance is shown to fit a three-parameter Gamma distribution model. We show that simple scaling of the reconstructed wavefronts has a large impact on the shape of the Strehl ratio distribution.
机译:我们研究了“瞬时”斯特列尔比的时间变异性和统计量。观测是使用装有高阶自适应光学系统的3.63米AEOS望远镜进行的。在本文中,斯特列尔比定义为单次短时曝光的峰值强度。我们还研究了在重构波前计算出的相位方差的行为。我们测试了Marechal逼近,并用它来解释所观察到的Strehl比分布的负偏度。相位方差的估计显示为适合三参数Gamma分布模型。我们表明,重构波阵面的简单缩放对斯特列尔比分布的形状有很大的影响。

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