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Analysis of Fluorescence Lifetime and Energy Transfer Efficiency in Single-Molecule Photon Trajectories of Fast-folding Proteins

机译:快折叠蛋白单分子光子轨迹的荧光寿命和能量转移效率分析

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摘要

In single-molecule Förster resonance energy transfer (FRET) spectroscopy, the dynamics of molecular processes are usually determined by analyzing the fluorescence intensity of donor and acceptor dyes. Since FRET efficiency is related to fluorescence lifetimes, additional information can be extracted by analyzing fluorescence intensity and lifetime together. For fast processes where individual states are not well separated in a trajectory, it is not easy to obtain the lifetime information. Here, we present analysis methods to utilize fluorescence lifetime information from single-molecule FRET experiments, and apply these methods to three fast-folding, two-state proteins. By constructing 2D FRET efficiency-lifetime histograms, the correlation can be visualized between the FRET efficiency and fluorescence lifetimes in the presence of the sub-microsecond to millisecond dynamics. We extend the previously developed method for analyzing delay times of donor photons to include acceptor delay times. In order to determine the kinetics and lifetime parameters accurately, we used a maximum likelihood method. We found that acceptor blinking can lead to inaccurate parameters in the donor delay time analysis. This problem can be solved by incorporating acceptor blinking into a model. While the analysis of acceptor delay times is not affected by acceptor blinking, it is more sensitive to the shape of the delay time distribution resulting from a broad conformational distribution in the unfolded state.
机译:在单分子傅斯特共振能量转移(FRET)光谱中,分子过程的动力学通常是通过分析供体和受体染料的荧光强度来确定的。由于FRET效率与荧光寿命有关,因此可以通过同时分析荧光强度和寿命来提取其他信息。对于单个状态不能很好地分开轨迹的快速过程,要获得寿命信息并不容易。在这里,我们介绍了利用单分子FRET实验中荧光寿命信息的分析方法,并将这些方法应用于三种快速折叠的两种状态的蛋白质。通过构建2D FRET效率-寿命直方图,可以在亚微秒到毫秒动态范围内可视化FRET效率和荧光寿命之间的相关性。我们扩展了先前开发的用于分析供体光子延迟时间的方法,以包括受体延迟时间。为了准确确定动力学参数和寿命参数,我们使用了最大似然法。我们发现受体闪烁可导致供体延迟时间分析中的参数不正确。通过将受体闪烁合并到模型中,可以解决此问题。尽管受体延迟时间的分析不受受体闪烁的影响,但它对延迟时间分布的形状更为敏感,延迟时间分布的形状是由未折叠状态下的广泛构象分布引起的。

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