arXivDaily arXiv每日学术速递 周一至周五更新
arXiv 1908.02200astro-ph.IM
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自适应光学校正点扩散函数的物理模型

Physics-based model of the adaptive-optics corrected point-spread-function

Romain Fétick, Thierry Fusco, Benoit Neichel, Laurent Mugnier, Olivier Beltramo-Martin, Aurélie Bonnefois, Cyril Petit, Julien Milli, Joel Vernet, Sylvain Oberti, Roland Bacon

摘要:

上下文自适应光学(AO)系统极大地提高了大型望远镜的分辨率,但产生复杂的点扩散函数(PSF)形状,随时间和视场变化。这个PSF必须准确地知道,因为它提供了关于光学系统的设计,表征,诊断和图像后处理的关键信息。目标。我们在这里开发了一个AO长曝光PSF模型,适用于各种视宁条件和任何AO系统。这个模型是准确地匹配的核心PSF和它的湍流晕。方法.我们开发的PSF模型是基于一个简约的参数化的相位功率谱密度,只有五个参数来描述圆形对称的PSF和七个参数的不对称的。其中一个参数直接是湍流强度的Fried参数r0。该物理参数是PSF模型中的一项资产,因为它可以与r0的外部测量值相关,例如来自AO实时计算机(RTC)或现场观测监测的相位斜率。结果我们拟合我们的模型对端到端的模拟PSF使用OOMAO工具,并对天空PSF从SPHERE ZIMPOL成像仪和MUSE积分场光谱仪工作在AO窄场模式。我们的模型匹配的形状的AO PSF的核心和晕,与一个子1%的相对误差的模拟和实验数据。我们还表明,我们检索的r0参数与亚厘米精度的模拟数据。对于ZIMPOL数据,我们的r0估计和RTC估计之间的相关性为97%。最后,MUSE允许我们测试拟合的r0参数的光谱依赖性。它遵循理论$λ^{6/5}$演变,标准差为0.3 cm。其他PSF参数,如残余相位方差或混叠的演变,也进行了讨论。

英文摘要:

Context. Adaptive optics (AO) systems greatly increase the resolution of large telescopes, but produce complex point spread function (PSF) shapes, varying in time and across the field of view. This PSF must be accurately known since it provides crucial information about optical systems for design, characterisation, diagnostics and image post processing. Aims. We develop here a model of the AO long exposure PSF, adapted to various seeing conditions and any AO system. This model is made to match accurately both the core of the PSF and its turbulent halo. Methods. The PSF model we develop is based on a parsimonious parameterization of the phase power spectral density with only five parameters to describe circularly symmetric PSFs and seven parameters for asymmetrical ones. Moreover, one of the parameters is directly the Fried parameter r0 of the turbulence s strength. This physical parameter is an asset in the PSF model since it can be correlated with external measurements of the r0, such as phase slopes from the AO real time computer (RTC) or site seeing monitoring. Results. We fit our model against endtoend simulated PSFs using OOMAO tool, and against on sky PSFs from the SPHERE ZIMPOL imager and the MUSE integral field spectrometer working in AO narrowfield mode. Our model matches the shape of the AO PSF both in the core and the halo, with a sub 1 percent relative error for simulated and experimental data. We also show that we retrieve the r0 parameter with subcentimeter precision on simulated data. For ZIMPOL data, we show a correlation of 97 percent between our r0 estimation and the RTC estimation. Finally, MUSE allows us to test the spectral dependency of the fitted r0 parameter. It follows the theoretical $λ^{6/5}$ evolution with a standard deviation of 0.3 cm. Evolution of other PSF parameters, such as residual phase variance or aliasing, is also discussed.

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