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二维偏振成像和单漏斗近似法定量评估多漏斗系统中的能量转移:从单分子到集合体。

Energy transfer in multi-funnel systems quantitatively assessed by two-dimensional polarization imaging and single funnel approximation: From single molecules to ensembles.

机构信息

Division of Chemical Physics and Nano Lund, Lund University, P.O. Box 118, Lund 22100, Sweden.

Center for Cellular Imaging, Core Facilities, The Sahlgrenska Academy, University of Gothenburg, Gothenburg, Sweden.

出版信息

J Chem Phys. 2022 Feb 21;156(7):074108. doi: 10.1063/5.0075005.

DOI:10.1063/5.0075005
PMID:35183085
Abstract

Two-dimensional polarization imaging (2D POLIM) is an experimental method where correlations between fluorescence excitation- and fluorescence emission-polarization properties are measured. One way to analyze 2D POLIM data is to apply a so-called single funnel approximation (SFA). The SFA allows for quantitative assessment of energy transfer between chromophores with identical spectra [homo-FRET (Förster resonance energy transfer)]. In this paper, we run a series of computer experiments to investigate the applicability of the analysis based on the SFA to various systems ranging from single multichromophoric systems to isotropic ensembles. By setting various scenarios of energy transfer between individual chromophores within a single object, we were able to define the borders of the practical application of SFA. It allowed us to reach a more comprehensive interpretation of the experimental data in terms of uncovering the internal arrangement of chromophores in the system and energy transfer between them. We also found that the SFA can always formally explain the data for isotropic ensembles and derived a formula connecting the energy funneling efficiency parameter and traditional fluorescence anisotropy.

摘要

二维偏振成像(2D POLIM)是一种实验方法,用于测量荧光激发和荧光发射偏振特性之间的相关性。分析 2D POLIM 数据的一种方法是应用所谓的单漏斗近似(SFA)。SFA 允许对具有相同光谱的发色团之间的能量转移进行定量评估[同荧光共振能量转移(Förster 共振能量转移)]。在本文中,我们进行了一系列计算机实验,以研究基于 SFA 的分析在从单个多色系统到各向同性混合物的各种系统中的适用性。通过在单个物体内设置各个发色团之间能量转移的各种情况,我们能够确定 SFA 实际应用的范围。这使我们能够更全面地解释实验数据,揭示系统中发色团的内部排列和它们之间的能量转移。我们还发现,SFA 始终可以形式化地解释各向同性混合物的数据,并推导出一个连接能量漏斗效率参数和传统荧光各向异性的公式。

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