Department of Molecular Biology and The Skaggs Institute for Chemical Biology, The Scripps Research Institute, 10550 North Torrey Pines Road, La Jolla, California 92037, USA.
J Phys Chem B. 2012 Feb 16;116(6):1908-19. doi: 10.1021/jp208605z. Epub 2012 Feb 8.
We have developed fluorescence triple correlation spectroscopy (F3CS) as an extension of the widely used fluorescence microscopy technique fluorescence correlation spectroscopy. F3CS correlates three signals at once and provides additional capabilities for the study of systems with complex stoichiometry, kinetic processes, and irreversible reactions. A general theory of F3CS was developed to describe the interplay of molecular dynamics and microscope optics, leading to an analytical function to predict experimental triple correlations of molecules that freely diffuse through the tight focus of the microscope. Experimental correlations were calculated from raw fluorescence data using triple correlation integrals that extend multiple-tau correlation theory to delay times in two dimensions. The quality of experimental data was improved by tuning specific spectroscopic parameters and employing multiple independent detectors to minimize optoelectronic artifacts. Experiments with the reversible system of freely diffusing 16S rRNA revealed that triple correlation functions contain symmetries predicted from time-reversal arguments. Irreversible systems are shown to break these symmetries, and correlation strategies were developed to detect time-reversal asymmetries in a comprehensive way with respect to two delay times, each spanning many orders of magnitude in time. The correlation strategies, experimental approaches, and theory developed here enable studies of the composition and dynamics of complex systems using F3CS.
我们开发了荧光三重相关光谱学(F3CS),作为广泛使用的荧光显微镜技术荧光相关光谱学的扩展。F3CS 可以同时关联三个信号,并为具有复杂化学计量、动力学过程和不可逆反应的系统研究提供额外的功能。我们还开发了 F3CS 的一般理论,以描述分子动力学和显微镜光学之间的相互作用,从而得出一个分析函数来预测分子在显微镜的强聚焦下自由扩散的实验三重相关。使用三重相关积分从原始荧光数据中计算实验相关性,该积分将多时间相关理论扩展到两个维度的延迟时间。通过调整特定的光谱参数和使用多个独立的探测器来最小化光电伪影,提高了实验数据的质量。使用自由扩散的 16S rRNA 可逆系统进行的实验表明,三重相关函数包含了时间反转论点预测的对称性。不可逆系统破坏了这些对称性,并且开发了相关策略来全面检测两个延迟时间的时间反转不对称性,每个延迟时间跨越时间的多个数量级。这里开发的相关策略、实验方法和理论使我们能够使用 F3CS 研究复杂系统的组成和动态。