High-order coronagraphic wavefront control with algorithmic differentiation: first experimental demonstration

Scott D. Will, Marshall D. Perrin, E. Por, J. Noss, A. Sahoo, Peter Petrone, I. Laginja, R. Pourcelot, S. Redmond, L. Pueyo, Tyler D. Groff, James R. Fienup, R. Soummer
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Abstract

Abstract. Future space-based coronagraphs will rely critically on focal-plane wavefront sensing and control with deformable mirrors (DMs) to reach deep contrast by mitigating optical aberrations in the primary beam path. Until now, most focal-plane wavefront control algorithms have been formulated in terms of Jacobian matrices, which encode the predicted effect of each DM actuator on the focal-plane electric field. A disadvantage of these methods is that Jacobian matrices can be cumbersome to compute and manipulate, particularly when the number of DM actuators is large. Recently, we proposed a new class of focal-plane wavefront control algorithms that utilize gradient-based optimization with algorithmic differentiation to compute wavefront control solutions while avoiding the explicit computation and manipulation of Jacobian matrices entirely. In simulations using a coronagraph design for the proposed Large UV/Optical/Infrared Surveyor, we showed that our approach reduces overall CPU time and memory consumption compared to a Jacobian-based algorithm. Here, we expand on these results by implementing the proposed algorithm on the High-contrast Imager for Complex Aperture Telescopes tested at the Space Telescope Science Institute and present initial experimental results, demonstrating contrast suppression capabilities equivalent to Jacobian-based methods.
采用算法微分的高阶日冕仪波前控制:首次实验演示
摘要。未来的天基日冕仪将严重依赖焦平面波前传感和可变形反射镜(DM)控制,通过减轻主光束路径中的光学像差来达到深度对比。到目前为止,大多数焦平面波前控制算法都是根据雅各布矩阵来制定的,其中包含了每个 DM 驱动器对焦平面电场的预测效果。这些方法的一个缺点是,雅各布矩阵的计算和操作都很繁琐,尤其是当 DM 驱动器数量较多时。最近,我们提出了一类新的焦平面波前控制算法,利用基于梯度的优化算法和算法微分来计算波前控制解,同时完全避免了雅各布矩阵的显式计算和操作。在使用拟议中的大型紫外/光学/红外巡天探测器的日冕仪设计进行的模拟中,我们发现与基于雅各布矩阵的算法相比,我们的方法减少了总体 CPU 时间和内存消耗。在此,我们在太空望远镜科学研究所测试的复杂孔径望远镜高对比度成像仪上实施了我们提出的算法,并展示了初步的实验结果,证明我们的对比度抑制能力与基于雅各布方法的对比度抑制能力相当。
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