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傅里叶叠层显微镜中LED阵列的稳健全姿态参数估计

Robust full-pose-parameter estimation for the LED array in Fourier ptychographic microscopy.

作者信息

Zheng Chuanjian, Zhang Shaohui, Yang Delong, Zhou Guocheng, Hu Yao, Hao Qun

机构信息

School of Optics and Photonics, Beijing Institute of Technology, Beijing 100081, China.

出版信息

Biomed Opt Express. 2022 Aug 1;13(8):4468-4482. doi: 10.1364/BOE.467622.

Abstract

Fourier ptychographic microscopy (FPM) can achieve quantitative phase imaging with a large space-bandwidth product by synthesizing a set of low-resolution intensity images captured under angularly varying illuminations. Determining accurate illumination angles is critical because the consistency between actual systematic parameters and those used in the recovery algorithm is essential for high-quality imaging. This paper presents a full-pose-parameter and physics-based method for calibrating illumination angles. Using a physics-based model constructed with general knowledge of the employed microscope and the brightfield-to-darkfield boundaries inside captured images, we can solve for the full-pose parameters of misplaced LED array, which consist of the distance between the sample and the LED array, two orthogonal lateral shifts, one in-plane rotation angle, and two tilt angles, to correct illumination angles precisely. The feasibility and effectiveness of the proposed method for recovering random or remarkable pose parameters have been demonstrated by both qualitative and quantitative experiments. Due to the completeness of the pose parameters, the clarity of the physical model, and the high robustness for arbitrary misalignments, our method can significantly facilitate the design, implementation, and application of concise and robust FPM platforms.

摘要

傅里叶叠层显微镜(FPM)通过合成一组在角度变化照明下捕获的低分辨率强度图像,能够实现具有大空间带宽积的定量相位成像。确定准确的照明角度至关重要,因为实际系统参数与恢复算法中使用的参数之间的一致性对于高质量成像至关重要。本文提出了一种基于全姿态参数和物理模型的照明角度校准方法。利用基于所使用显微镜的一般知识和捕获图像内明场到暗场边界构建的物理模型,我们可以求解错位LED阵列的全姿态参数,这些参数包括样品与LED阵列之间的距离、两个正交横向偏移、一个平面内旋转角度和两个倾斜角度,从而精确校正照明角度。定性和定量实验均证明了所提方法用于恢复随机或显著姿态参数的可行性和有效性。由于姿态参数的完整性、物理模型的清晰性以及对任意错位的高鲁棒性,我们的方法能够显著促进简洁且鲁棒的FPM平台的设计、实现及应用。

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