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扩展景深显微镜在球差和噪声存在下的性能评估。

Performance evaluation of extended depth of field microscopy in the presence of spherical aberration and noise.

机构信息

University of Memphis, Department of Electrical and Computer Engineering, Memphis, Tennessee, United States.

出版信息

J Biomed Opt. 2018 Mar;23(3):1-15. doi: 10.1117/1.JBO.23.3.036016.

Abstract

Effectiveness of extended depth of field microscopy (EDFM) implementation with wavefront encoding methods is reduced by depth-induced spherical aberration (SA) due to reliance of this approach on a defined point spread function (PSF). Evaluation of the engineered PSF's robustness to SA, when a specific phase mask design is used, is presented in terms of the final restored image quality. Synthetic intermediate images were generated using selected generalized cubic and cubic phase mask designs. Experimental intermediate images were acquired using the same phase mask designs projected from a liquid crystal spatial light modulator. Intermediate images were restored using the penalized space-invariant expectation maximization and the regularized linear least squares algorithms. In the presence of depth-induced SA, systems characterized by radially symmetric PSFs, coupled with model-based computational methods, achieve microscope imaging performance with fewer deviations in structural fidelity (e.g., artifacts) in simulation and experiment and 50% more accurate positioning of 1-μm beads at 10-μm depth in simulation than those with radially asymmetric PSFs. Despite a drop in the signal-to-noise ratio after processing, EDFM is shown to achieve the conventional resolution limit when a model-based reconstruction algorithm with appropriate regularization is used. These trends are also found in images of fixed fluorescently labeled brine shrimp, not adjacent to the coverslip, and fluorescently labeled mitochondria in live cells.

摘要

扩展景深显微镜(EDFM)通过波前编码方法实现,由于该方法依赖于定义的点扩散函数(PSF),因此深度诱导的球差(SA)会降低其效果。本文通过最终恢复图像质量评估了特定相位掩模设计下工程 PSF 对 SA 的稳健性。使用选定的广义立方和立方相位掩模设计生成了合成中间图像。使用相同的相位掩模设计从液晶空间光调制器中获取实验中间图像。使用惩罚空间不变期望最大化和正则化线性最小二乘算法对中间图像进行了恢复。在存在深度诱导的 SA 的情况下,具有径向对称 PSF 的系统,结合基于模型的计算方法,在模拟和实验中具有较少结构保真度(例如,伪影)偏差的显微镜成像性能,并且在模拟中 1-μm 珠子的定位精度比具有径向不对称 PSF 的系统高 50%,深度为 10μm。尽管处理后信噪比下降,但当使用具有适当正则化的基于模型的重建算法时,EDFM 被证明可以达到常规分辨率极限。这些趋势也存在于未与盖玻片相邻的固定荧光标记卤虫以及活细胞中荧光标记的线粒体的图像中。

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