Palmer Iii A G, Thompson N L
Appl Opt. 1989 Mar 15;28(6):1214-20. doi: 10.1364/AO.28.001214.
Interpretation of spatially resolved optical spectroscopies requires knowledge of the optical excitation and collection profiles of the experimental apparatus. This paper describes measurement of the relative norms of the spatial profile of a microscope- and laser-based optical system. The profile is given by the product of the spatial intensity of a focused laser beam and the point collection efficiency of the microscope. Experimental determination of the values of the norms is essential to the use of high order autocorrelation in fluorescence correlation spectroscopy to measure the concentrations and relative fluorescence yields of different fluorescent components (e.g., monomers and oligomers) in a multicomponent solution and also permits evaluation of theoretical models of the optical spatial intensity profile. In addition, the results may have applicability to high order autocorrelation in other optical spectroscopies, to confocal microscopy and to nonlinear optics in general.
对空间分辨光学光谱进行解读需要了解实验装置的光学激发和采集分布。本文描述了基于显微镜和激光的光学系统空间分布相对范数的测量。该分布由聚焦激光束的空间强度与显微镜的点采集效率的乘积给出。范数值的实验测定对于在荧光相关光谱中使用高阶自相关来测量多组分溶液中不同荧光成分(例如单体和寡聚物)的浓度和相对荧光产率至关重要,并且还允许对光学空间强度分布的理论模型进行评估。此外,这些结果可能普遍适用于其他光学光谱中的高阶自相关、共聚焦显微镜和非线性光学。