连续重聚焦的积分显微镜与傅里叶平面记录

Sergio Moreschini, G. Scrofani, R. Bregović, G. Saavedra, A. Gotchev
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引用次数: 0

摘要

积分或光场成像在显微镜中是一种有吸引力的方法,因为它允许在一次拍摄中捕获3D样品,然后通过改变对感兴趣的特定深度平面的焦点来探索它们。然而,它需要在记录微观图像的二维传感器的空间和角度分辨率之间做出妥协。一种叫做傅立叶积分显微镜(FIMic)的特殊设置允许以降低角度分辨率为代价最大化空间分辨率。在这项工作中,我们提出了一种技术,旨在从稀疏的FIMic测量中重建连续光场,从而提供在任意深度平面上连续重聚焦的功能。我们的主要工具是专为FIMic的情况量身定制的shearlet域的密集采样光场重建。实验表明,与稀疏采样数据的重聚焦相比,所实现的技术具有更好的效果。
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Continuous Refocusing for Integral Microscopy with Fourier Plane Recording
Integral or light field imaging is an attractive approach in microscopy, as it allows to capture 3D samples in just one shot and explore them later through changing the focus on particular depth planes of interest. However, it requires a compromise between spatial and angular resolution on the 2D sensor recording the microscopic images. A particular setting called Fourier Integral Microscope (FIMic) allows maximizing the spatial resolution for the cost of reducing the angular one. In this work, we propose a technique, which aims at reconstructing the continuous light field from sparse FIMic measurements, thus providing the functionality of continuous refocus on any arbitrary depth plane. Our main tool is the densely-sampled light field reconstruction in shearlet domain specifically tailored for the case of FIMic. The experiments demonstrate that the implemented technique yields better results compared to refocusing sparsely-sampled data.
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