Sw. Pauls et al., ROTATIONAL RELAXATION OF PERYLENE IN N-ALCOHOLS AND N-ALKANES STUDIEDBY 2-PHOTON-INDUCED ANISOTROPY DECAY, Chemical physics, 237(1-2), 1998, pp. 205-222
Two-photon-induced anisotropy decays have been measured for perylene i
n a series of n-alcohols and n-alkanes and in 2-propanol and cyclohexa
ne. Perylene fluorescence was excited at 570 nm and detected by time-c
orrelated single-photon counting. The two-photon-induced anisotropy de
cays r(1)(t) and r(2)(t) were measured for two-photon excitation with
linearly and circularly polarized excitation pulses. Rotational correl
ation times determined from single-exponential fits to anisotropy deca
ys were shorter for linearly polarized excitation than for circularly
polarized excitation in all cases with the possible exception of 2-pro
panol at 20 degrees C. This result demonstrates the existence of at le
ast two underlying rotational diffusion times, which are weighted diff
erently in the decays of the anisotropic distributions generated with
Linear and circular polarization as predicted by the theory of two-pho
ton-induced anisotropy decay [J. Chem. Phys. 101 (1994) 10283]. The vi
scosity dependencies of the rotational correlation time follow slip (f
or alkanes) or sub-slip (for alcohols) boundary conditions. A solvent
dependence in the ratio of rotational correlation times determined wit
h linearly and circularly polarized excitation is shown to indicate no
n-hydrodynamic behavior and can be described as a solvent dependence i
n the relative values of the principal diffusion coefficients, i.e. th
e effective rotor shape. The results are consistent with more anisotro
pic diffusion in alcohols than in alkanes, with faster spinning about
the axis normal to the plane of the molecule relative to tumbling abou
t in-plane axes. The initial (t = 0) anisotropy values r(1)(0) and r(2
)(0) together with the two-photon polarization parameter Ohm were used
to analyze the two-photon tensor governing the transition. (C) 1998 E
lsevier Science B.V. All rights reserved.