A series of fullerene-oligothiophene-fullerene (C-60-nT-C-60) triads with n
= 3, 6, or 9 thiophene units has been synthesized, and their photophysical
properties have been studied using photoinduced absorption and fluorescenc
e spectroscopy in solution and in the solid state as thin films. The result
s are compared to those of mixtures of oligothiophenes (nT) with N-methylfu
lleropyrrolidine (NLP-C-60). Photoexcitation of the triads in the film resu
lts in an electron-transfer reaction for n = 6 and 9, but not for n = 3. Th
e lifetime of the charge-separated state in the film is on the order of mil
liseconds. Photoexcitation of the oligothiophene moiety of the C-60-nT-C-60
triads, dissolved in an apolar solvent, results in a singlet energy-transf
er reaction to the fullerene moiety with rates varying between 10(12) and 1
0(13) s(-1). In more polar solvents, an intramolecular photoinduced charge
separation occurs for n = 6 and 9 and, to some extent, for n = 3. The quenc
hing of the MP-C-60(S-1) fluorescence provides a lower limit to the rate of
the intramolecular photoinduced electron transfer of 10(11) s(-1) in the C
-60-nT-C-60 triads with n = 6 or 9 in polar solvents, assuming that charge
separation occurs after singlet energy transfer from nT(S-1) to MP-C-60(S-1
). A direct mechanism, i.e., charge separation from nT(S-1), cannot be excl
uded experimentally but must occur in the femtosecond time domain to compet
e effectively with energy transfer. The lifetime of the intramolecularly ch
arge-separated state in the C-60-nT-C-60 triads is significantly reduced co
mpared to the lifetime of the radical ions in the films, and hence, the lat
ter results from charge migration to different molecular sites. Similar ene
rgy- and electron-transfer reactions occur intermolecularly in solution fro
m the nT and MP-C-60 triplet states. The preferences for intra- and intermo
lecular energy- and electron-transfer reactions, as a function of conjugati
on length and solvent permittivity, are in full agreement with predictions
that can be made using the Weller equation for the change in free energy up
on charge separation.