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通过旋转柱面透镜实现的计算相干成像。

Computational coherent imaging by rotating a cylindrical lens.

作者信息

Geng Yong, Tan Jiubin, Guo Cheng, Shen Cheng, Ding Weiqiang, Liu Shutian, Liu Zhengjun

出版信息

Opt Express. 2018 Aug 20;26(17):22110-22122. doi: 10.1364/OE.26.022110.

Abstract

To overcome longitudinal sampling rate fluctuation in axial multi-image computational imaging, an effortless and high-efficient optical scanning imaging system via the rotation of single cylindrical lens (RSCL) is proposed for reconstructing the amplitude and phase information of sample. Here the cylinder is a non-axial-symmetry phase modulator for generating diffracted intensity patterns. To determine the explicit rotation angle as a core parameter in the perfect reconstruction of the light field, two-step Radon transform (TsRT) is designed to obtain accurate rotation status of the cylindrical lens with diffraction patterns at the focal plane. All rotation operations are at a lateral plane for keeping the same scale in this multiple parameter computational imaging system. As a kind of scanning imaging approach, the experiment of RSCL is greatly simplified.

摘要

为了克服轴向多图像计算成像中纵向采样率的波动,提出了一种通过单柱面透镜旋转(RSCL)的简便高效的光学扫描成像系统,用于重建样品的幅度和相位信息。这里,柱面透镜是一种非轴对称相位调制器,用于生成衍射强度图案。为了确定作为光场完美重建核心参数的精确旋转角度,设计了两步拉东变换(TsRT),以通过焦平面上的衍射图案获得柱面透镜的精确旋转状态。在这个多参数计算成像系统中,所有旋转操作都在横向平面上进行,以保持相同的比例。作为一种扫描成像方法,RSCL实验得到了极大简化。

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