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Fluorescence Anisotropy Decay and Brownian Rotational Motion: Theory and Application in Biological Systems

  • Ph. Wahl
Part of the NATO Advanced Science Institutes Series book series (NSSA, volume 69)

Abstract

Some three decades ago, measurements of the static fluorescence polarization of labelled proteins were introduced by Weber1,2 as a method of determining the protein molecular rotational correlation times. These measurements were expected to provide information on the size, shape and flexibility of the protein molecules. The method was based on Perrin’s theory of the depolarization induced by rotational Brownian motion of rigid molecules in solutions. In the technique originally proposed, the correlation times were determined by measuring the variation of polarization with temperature. It later became obvious that these experiments were not simple to interpret. Clearly the correlation times in a given thermodynamic state of the protein solutions3,4 needed to be measured. Jablonski5 pointed out that the polarized components of the fluorescence were functions of the fluorescence decay and the anisotropy decay, this latter function containing information about the rotational Brownian motion of the chromophores. Consequently, if in addition to the static polarization, one were to measure with a phase fluorometer the average decay times of the two principal components of the fluorescence, one might determine the molecular correlation time in a given solution at a given temperature.5,6 This method, first applied to the study of simple fluorescent dyes, has recently been developed to a high degree of sophistication by Weber and his coworkers, and is dealt with elsewhere in this volume.

Keywords

Correlation Time Fluorescence Decay BROWNIAN Rotation Fluorescence Anisotropy Excited Molecule 
These keywords were added by machine and not by the authors. This process is experimental and the keywords may be updated as the learning algorithm improves.

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© Springer Science+Business Media New York 1983

Authors and Affiliations

  • Ph. Wahl

There are no affiliations available

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