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包括像差估计在内的数值点扩散函数计算的实验验证。

Experimental validation of numerical point spread function calculation including aberration estimation.

作者信息

Holinirina Dina Miora Ratsimandresy, Senftleben Maximilian, Abrahamsson Sara, Rohwer Erich, Heintzmann Rainer, Bosman Gurthwin

出版信息

Opt Express. 2024 Jun 3;32(12):21887-21908. doi: 10.1364/OE.520400.

Abstract

Image reconstruction in fluorescence microscopy is highly sensitive to the accuracy of the impulse response, defined as the point spread function (PSF), of the optical system under which the image to reconstruct was acquired. In our previous work, we developed a MATLAB toolbox for accurately calculating realistic vector Fourier-based PSF accounting for any type of aberrations [arXiv, arXiv:2301.13515 (2023)10.48550/arXiv.2301.13515]. In this work, we present a fundamental experimental validation of these numerical methods. The simulated results are found to fit experimental data under different image acquisition conditions at an accuracy higher than 0.97 in normalized cross-correlation. These methods enable a relative contrast of up to 95%.

摘要

荧光显微镜中的图像重建对脉冲响应(定义为点扩散函数,即PSF)的准确性高度敏感,而该PSF是在采集待重建图像时所使用的光学系统的点扩散函数。在我们之前的工作中,我们开发了一个MATLAB工具箱,用于精确计算考虑任何类型像差的基于矢量傅里叶的逼真PSF [arXiv,arXiv:2301.13515 (2023)10.48550/arXiv.2301.13515]。在这项工作中,我们对这些数值方法进行了基本的实验验证。结果发现,模拟结果在不同图像采集条件下与实验数据拟合良好,归一化互相关的精度高于0.97。这些方法能够实现高达95%的相对对比度。

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