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荧光量子产率测量

Fluorescence Quantum Yield Measurements.

作者信息

Birks J B

机构信息

University of Manchester, Manchester, U.K.

出版信息

J Res Natl Bur Stand A Phys Chem. 1976 May-Jun;80A(3):389-399. doi: 10.6028/jres.080A.038. Epub 1976 Jun 1.

Abstract

Four describe the behaviour of a fluorescent molecule in very dilute (~ 10 ) solution: the fluorescence spectrum ;the fluorescence polarization ;the radiative transition probability ; andthe radiationless transition probability .These parameters and their temperature and solvent dependence are those of primary interest to the photophysicist and photochemist. and can be determined directly, but and can only be found indirectly from measurements of the secondary parameters,the fluorescence lifetime , andthe fluorescence quantum efficiency ,where = and =(1- ) The , and of more concentrated ( > 10 ) solutions usually differ from the molecular parameters , and due to concentration (self) quenching, so that > and < The concentration quenching is due to excimer formation and dissociation (rates and , respectively) and it is often accompanied by the appearance of an excimer fluorescence spectrum in addition to , so that has two components. The , , and together with and , and their solvent and temperature dependence, are also of primary scientific interest. The (technical) , and in more concentrated solutions usually differ from the real parameters , and , due to the effects of self-absorption and secondary fluorescence. The technical parameters also depend on the optical geometry and the excitation wavelength. The problems of determining the real parameters from the observed, and the molecular parameters from the real, will be discussed. Methods are available for the accurate determination of and . The usual method of determining involves comparison with a reference solution , although a few calorimetric and other absolute determinations have been made. For two solutions excited under identical conditions and observed at normal incidence where is the solvent refractive index. Two reference solution standards have been proposed, quinine sulphate in HSO which has no self-absorption, and 9,10-diphenylanthracene in cyclohexane which has no self-quenching. The relative merits of these solutions will be discussed, and possible candidates for an "ideal" fluorescence standard with no self-absorption and no self-quenching will be considered.

摘要

有四个参数描述了荧光分子在极稀溶液(约10⁻⁶)中的行为:荧光光谱;荧光偏振;辐射跃迁概率;以及无辐射跃迁概率。这些参数及其对温度和溶剂的依赖性是光物理学家和光化学家主要感兴趣的内容。荧光光谱和荧光偏振可以直接测定,但辐射跃迁概率和无辐射跃迁概率只能通过对二级参数的测量间接得出,这些二级参数包括荧光寿命和荧光量子产率,其中荧光寿命τ = 1/(k₀ + k₁),荧光量子产率Φ =(1 - k₁/(k₀ + k₁))k₀/k₀'。在浓度更高(>10⁻⁴)的溶液中,荧光寿命、荧光量子产率和荧光偏振通常会因浓度(自)猝灭而与分子参数不同,使得荧光寿命τ > τ₀且荧光量子产率Φ < Φ₀。浓度猝灭是由于激基缔合物的形成和解离(速率分别为k₂和k₃),并且除了主荧光光谱外,常常还会出现激基缔合物荧光光谱,因此荧光光谱有两个组分。荧光寿命、荧光量子产率、荧光偏振以及荧光光谱和激基缔合物荧光光谱,连同它们对溶剂和温度的依赖性,也是主要的科学研究兴趣点。在浓度更高的溶液中,技术上的荧光寿命、荧光量子产率和荧光偏振通常会因自吸收和二次荧光的影响而与实际参数不同。技术参数还取决于光学几何结构和激发波长。将讨论从观测值确定实际参数以及从实际参数确定分子参数的问题。有方法可用于准确测定荧光量子产率和荧光寿命。测定荧光量子产率的常用方法是与参比溶液进行比较,尽管也有一些量热法和其他绝对测定方法。对于在相同条件下激发并在正入射下观测的两种溶液,其中n是溶剂折射率。已经提出了两种参比溶液标准,一种是在硫酸中的硫酸奎宁,它没有自吸收;另一种是在环己烷中的9,10 - 二苯基蒽,它没有自猝灭。将讨论这些溶液的相对优点,并考虑可能的“理想”荧光标准候选物,该标准既无自吸收又无自猝灭。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/31a4/5293345/a15a9370bda8/jresv80an3p389_a1bf1.jpg

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