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Emission anistropy

Figure 4.9 illustrates time-gated imaging of rotational correlation time. Briefly, excitation by linearly polarized radiation will excite fluorophores with dipole components parallel to the excitation polarization axis and so the fluorescence emission will be anisotropically polarized immediately after excitation, with more emission polarized parallel than perpendicular to the polarization axis (r0). Subsequently, however, collisions with solvent molecules will tend to randomize the fluorophore orientations and the emission anistropy will decrease with time (r(t)). The characteristic timescale over which the fluorescence anisotropy decreases can be described (in the simplest case of a spherical molecule) by an exponential decay with a time constant, 6, which is the rotational correlation time and is approximately proportional to the local solvent viscosity and to the size of the fluorophore. Provided that... [Pg.168]

Figure 1. Emission anistropy (r) of excimer for solutions of polystyrene of varying concentration and molar mass. Figure 1. Emission anistropy (r) of excimer for solutions of polystyrene of varying concentration and molar mass.
Fig. 3. Fluorescence emission spectrum (solid line) and fluorescence anistropy (dotted line). Fig. 3. Fluorescence emission spectrum (solid line) and fluorescence anistropy (dotted line).

See other pages where Emission anistropy is mentioned: [Pg.4]   
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