可微函数
镜头(地质)
计算机科学
数学
算法
纯数学
工程类
石油工程
作者
Congli Wang,Ni Chen,Wolfgang Heidrich
标识
DOI:10.1109/tci.2022.3212837
摘要
Computational imaging systems algorithmically post-process acquisition images either to reveal physical quantities of interest or to increase image quality, e.g., deblurring. Designing a computational imaging system requires co-design of optics and algorithms, and recently Deep Lens systems have been proposed in which both components are end-to-end designed using data-driven end-to-end training. However, progress on this exciting concept has so far been hampered by the lack of differentiable forward simulations for complex optical design spaces. Here, we introduce$\mathbf{dO}$(DiffOptics) to provide derivative insights into the design pipeline to chain variable parameters and their gradients to an error metric through differential ray tracing. However, straightforward back-propagation of many millions of rays requires unaffordable device memory, and is not resolved by prior works.$\mathbf{dO}$alleviates this issue using two customized memory-efficient techniques: differentiable ray-surface intersection and adjoint back-propagation. Broad application examples demonstrate the versatility and flexibility of$\mathbf{dO}$, including classical lens designs in asphere, double-Gauss, and freeform, reverse engineering for metrology, and joint designs of optics-network in computational imaging applications. We believe$\mathbf{dO}$enables a radically new approach to computational imaging system designs and relevant research domains.
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