Dumont Maxime, Correia Carlos M, Sauvage Jean-François, Schwartz Noah, Gray Morgan, Cardoso Jaime
J Opt Soc Am A Opt Image Sci Vis. 2024 Mar 1;41(3):489-499. doi: 10.1364/JOSAA.506182.
Capturing high-resolution imagery of the Earth's surface often calls for a telescope of considerable size, even from low Earth orbits (LEOs). A large aperture often requires large and expensive platforms. For instance, achieving a resolution of 1 m at visible wavelengths from LEO typically requires an aperture diameter of at least 30 cm. Additionally, ensuring high revisit times often prompts the use of multiple satellites. In light of these challenges, a small, segmented, deployable CubeSat telescope was recently proposed creating the additional need of phasing the telescope's mirrors. Phasing methods on compact platforms are constrained by the limited volume and power available, excluding solutions that rely on dedicated hardware or demand substantial computational resources. Neural networks (NNs) are known for their computationally efficient inference and reduced onboard requirements. Therefore, we developed a NN-based method to measure co-phasing errors inherent to a deployable telescope. The proposed technique demonstrates its ability to detect phasing errors at the targeted performance level [typically a wavefront error (WFE) below 15 nm RMS for a visible imager operating at the diffraction limit] using a point source. The robustness of the NN method is verified in presence of high-order aberrations or noise and the results are compared against existing state-of-the-art techniques. The developed NN model ensures its feasibility and provides a realistic pathway towards achieving diffraction-limited images.
即使是从近地轨道(LEO)获取地球表面的高分辨率图像,通常也需要相当大尺寸的望远镜。大孔径往往需要大型且昂贵的平台。例如,从近地轨道在可见光波长下实现1米的分辨率通常需要至少30厘米的孔径直径。此外,要确保高重访时间往往促使使用多颗卫星。鉴于这些挑战,最近有人提出了一种小型、分段式、可展开的立方星望远镜,这就产生了对望远镜镜面进行相位调整的额外需求。紧凑平台上的相位调整方法受到可用体积和功率的限制,排除了依赖专用硬件或需要大量计算资源的解决方案。神经网络(NN)以其计算效率高的推理和降低的机载要求而闻名。因此,我们开发了一种基于神经网络的方法来测量可展开望远镜固有的共相位误差。所提出的技术展示了其使用点源在目标性能水平[对于在衍射极限下运行的可见成像仪,通常均方根波前误差(WFE)低于15纳米]检测相位误差的能力。在存在高阶像差或噪声的情况下验证了神经网络方法的稳健性,并将结果与现有的最先进技术进行了比较。所开发的神经网络模型确保了其可行性,并为实现衍射极限图像提供了一条现实的途径。