论文标题

傅里叶扩散器尺度:带扩散器的单发3D傅立叶光场显微镜

Fourier DiffuserScope: Single-shot 3D Fourier light field microscopy with a diffuser

论文作者

Liu, Fanglin Linda, Kuo, Grace, Antipa, Nick, Yanny, Kyrollos, Waller, Laura

论文摘要

光场显微镜(LFM)在显微镜的传感器平面附近使用Microlens阵列(MLA),以实现样品的单发3D成像,而无需任何运动部件。不幸的是,LFM的3D能力在焦平面上显着横向分辨率损失。将MLA放在显微镜的瞳孔平面附近,而不是图像平面,可以减轻伪影并提供有效的前进模型,而以视野(FOV)为代价。在这里,我们证明了具有傅立叶扩散器尺寸的大容量分辨率的改进,该分辨率使用学生平面中的扩散器来编码3D信息,然后通过求解稀疏性约束的反面问题来计算重建体积。我们的扩散器由随机放置的微晶体组成,具有不同的焦距。与常规MLA相比,随机位置提供了更大的FOV,并且不同的焦距可改善轴向深度范围。为了预测基于扩散器参数的系统性能,我们首次建立了一个理论框架和设计指南,该指南通过数值模拟验证,然后构建一个实验系统,该实验系统可以实现$ <3 $ um横向和$ 4 $ um轴向分辨率,而在$ 1000 \ times times 1000 \ times 1000 \ times 280 $ $ $ $ $^3 $中。我们的扩散器设计的表现优于LFM中使用的MLA,在横向和轴向上提供了更大体积的均匀分辨率。

Light field microscopy (LFM) uses a microlens array (MLA) near the sensor plane of a microscope to achieve single-shot 3D imaging of a sample without any moving parts. Unfortunately, the 3D capability of LFM comes with a significant loss of lateral resolution at the focal plane. Placing the MLA near the pupil plane of the microscope, instead of the image plane, can mitigate the artifacts and provide an efficient forward model, at the expense of field-of-view (FOV). Here, we demonstrate improved resolution across a large volume with Fourier DiffuserScope, which uses a diffuser in the pupil plane to encode 3D information, then computationally reconstructs the volume by solving a sparsity-constrained inverse problem. Our diffuser consists of randomly placed microlenses with varying focal lengths; the random positions provide a larger FOV compared to a conventional MLA, and the diverse focal lengths improve the axial depth range. To predict system performance based on diffuser parameters, we for the first time establish a theoretical framework and design guidelines, which are verified by numerical simulations, then build an experimental system that achieves $< 3$ um lateral and $4$ um axial resolution over a $1000 \times 1000 \times 280$ um$^3$ volume. Our diffuser design outperforms the MLA used in LFM, providing more uniform resolution over a larger volume, both laterally and axially.

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