1368
L. Xie et al. / Dyes and Pigments 92 (2012) 1361e1369
ꢀ
conformation, with dihedral angle of 60 . At the S
1
state, however,
angle between the coumarin core and the benzenthioazole moiety
indicated a very small barrier for the transformation of the rotamer
to the enol form (0.8 kJ mol ), thus the previously proposed
the two components takes a more coplanary geometry, the dihedral
ꢀ
ꢃ1
angle is 33.9 .
The UVevis absorption and the emission of enol rotamer were
calculated based on the optimized S state and S state geometry,
0 1
rotamer form is impossible to co-exist with the enol form of C-2.
Therefore we propose the dual emission of the C-2 is due to the
respectively, with the TDDFT method (Table 3). The calculated
absorption band is located at 312 nm, which is much shorter than
the normal enol form (Table 2). The HOMO and LUMO involved in
the vertical excitation were presented in Fig. 8. HOMO is localized
in the coumarin core and the LUMO is localized in the coumarin and
1 3
simultaneous S and S emission, which are fully rationalized by
TDDFT calculations (with optimization of the excited states). Our
findings will be useful for design of new fluorescent dyes with large
Stokes shift and to study the photophysical properties of ESIPT
0
fluorescent dyes, such as those with 2-(2 -hydroxyphenyl)-benzo-
the benzothiazole moeity and basically S
0
/ S
1
is a charge transfer
thiazole structures.
excitation. The emission of the enol form is calculated as 370 nm,
which is in good agreement with the experimentally observed
emission band of C-2 at 363 nm.
Acknowledgments
In order to study the possibility of the co-existence of the
rotamer (Fig. 7) and the enol form (Fig. 5), we studied the potential
energy curve of the C-2 with variation of the dihedral angle of the
CeC bond which connects the coumarin core and the benzothiazole
moiety (Fig. 9). Although the rotamer as a local minimum was
obtained with DFT geometry optimization (Fig. 7), the potential
We thank the National Natural Science Foundation of China
(NSFC) (20972024 and 21073028), Fundamental Research Funds for
the Central Universities (DUT10ZD212 and DUT11LK19), The Royal
Society (UK) and NSFC (China) for the ChinaeUK Cost-Share
Program (21011130154), the State Key Laboratory of Fine Chem-
icals (KF0802) and the Ministry of Education of China (SRFDP-
200801410004 and NCET-08-0077) for financial support.
ꢃ1
energy curve gives a very small energy barrier of 0.8 kJ mol for
the transformation of rotamer to the intramolecular hydrogen
bonded enol form (Fig. 5). Thus it is impossible for the rotamer
Appendix. Supplementary data
(Fig. 8) to exist at room temperature. Therefore, we propose that
the dual fluorescence of C-2 is due to the S / S and S / S
1
0
3
0
emission of the enol form of C-2, not the emission from the enol
form and the rotamer. The dual emission of C-2 is fully rationalized
by the TDDFT calculations (Table 2).
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Fig. 9. Potential energy curve of C-2 with variation of the dihedral angle of CeC bond
at the ground state. Calculated at the 6-31g(d)/B3LYP level with Gaussian 09W.