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Compressive Confocal Microscopy: 3D Reconstruction Algorithms

机译:压缩共聚焦显微镜:3D重建算法

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In this paper, a new approach for Confocal Microscopy (CM) based on the framework of compressive sensing is developed. In the proposed approach, a point illumination and a random set of pinholes are used to eliminate out-of-focus information at the detector. Furthermore, a Digital Micromirror Device (DMD) is used to efficiently scan the 2D or 3D specimen but, unlike the conventional CM that uses CCD detectors, the measured data in the proposed compressive confocal microscopy (CCM) emerge from random sets of pinhole illuminated pixels in the specimen that are linearly combined (projected) and measured by a single photon detector. Compared to conventional CM or programmable array microscopy (PAM), the number of measurements needed for nearly perfect reconstruction in CCM is significantly reduced. Our experimental results are based on a testbed that uses a Texas Instruments DMD (an array of 1024 × 768; 13.68 × 13.68 μm~2 mirrors) for computing the linear projections of illuminated pixels and a single photon detector is used to obtain the compressive sensing measurement. The position of each element in the DMD is defined by the compressed sensing measurement matrices. Threedimensional image reconstruction algorithms are developed that exploit the inter-slice spatial image correlation as well as the correlation between different 2D slices. A comprehensive performance comparison between several binary projection patterns is shown. Experimental and simulation results are provided to illustrate the features of the proposed systems.
机译:在本文中,开发了一种基于压缩感测框架的共聚焦显微镜(CM)的新方法。在所提出的方法中,使用点照明和随机的针孔,用于消除检测器处的​​焦点信息。此外,数字微镜器件(DMD)用于有效地扫描2D或3D样本,但是,与使用CCD检测器的传统CM不同,所提出的压缩共聚焦显微镜(CCM)中的测量数据从随机的针孔照射像素中出现在线性组合(投影)并通过单个光子检测器测量的标本中。与传统的CM或可编程阵列显微镜(PAM)相比,CCM中几乎完美的重建所需的测量次数显着降低。我们的实验结果基于使用德州仪器DMD(1024×768; 13.68×13.68μm〜2镜)来计算照明像素的线性投影的试验台,用于获得压缩感测的线性突起测量。 DMD中的每个元素的位置由压缩的传感测量矩阵定义。开发了三维图像重建算法,其利用切片间空间图像相关性以及不同的2D切片之间的相关性。显示了几种二进制投影模式之间的综合性能比较。提供了实验和仿真结果以说明所提出的系统的特征。

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