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Physical Chemistry Chemical Physics
Page 3 of 7
DOI: 10.1039/C7CP05002J
Journal Name
ARTICLE
500 nm. Moreover, upon excitation at e.g. 440 nm, bypassing the notice that 1-hydroxyl-2-naphthaldehyde (HN, scheme 2), which
onset of the 400 nm excitation spectral band, weak dual emission possesses a single O-H---O=CH H-bond, exhibits both normal and
bands maximized at 505 nm and 660 nm were resolved (see inset of proton-transfer tautomer emissions due to the existence of thermal
Fig. 2). Upon dissolving DHDA in polar solvents such as CH2Cl2 and equilibrium between normal and tautomer in the excited states.22,
23
CH3CN. The emission character in CH2Cl2 is similar to that in
Therefore, it is reasonable that the excited-state equilibrium
cyclohexane, but the 660 nm intensity is much decreased. In highly would be perturbed via substituent effect of HN. On this basis, we
polar solvent such as CH3CN, we observed solely the 480 nm then examined the derivative HN, namely HMN (Scheme 2), which
emission band and no emission bands at ~510 and 660 nm could be possesses an O-H---O=C H-bond, supported by the 1H-NMR (Fig. S3).
resolved (see Fig. S5). The solvent polarity dependence in spectral As shown in Fig. S7, HMN in cyclohexane exhibits only one emission
changes is reversible, indicating that the multiple emission bands band maximized at 450 nm that is unambiguously assigned to the
observed in cyclohexane are not from impurity but an intrinsic normal emission. Therefore, for HMN that mimics the single H-
property.
bonding site of DHDA–23_OO isomer, a single proton transfer in
the excited state seems to be thermally inaccessible. Likewise, it is
reasonable for us to propose that single proton transfer is
prohibited in DHDA–23_OO. The result further infers that stepwise
double proton transfer cannot take place in DHDA–23_OO. On the
other hand, our computational approach elaborated in the later
section (vide infra) also concludes that concerted double proton
transfer in DHDA–23_OO is highly endergonic. Both viewpoints
support the experimental results that only normal emission was
observed for DHDA–23_OO.
According to the above steady state spectroscopy, DHDA in
nonpolar solvents clearly exist at least two types of H-bonding
isomers, tentatively assigned to be DHDA–23_OO and DHDA–23_OI
(Scheme 1(b)) in the ground state, in which the major isomer, upon
excitation, gives rise to normal 450 nm emission, while the minor
populated isomer exhibits both 510 nm and 660 nm emissions.
Increasing the solvent polarity leads to prevailing population of
DHDA–23_OO. Prior to the structural assignment, it is noteworthy
that the proposed DHDA–23_OI isomer possesses the same dual H-
bonding sites as DHNA (cf. Scheme 1(a)). Therefore, it is reasonable
to assume that similar to DHNA,17 DHDA–23_OI undergoes
stepwise double proton transfer in the excited state, resulting in
DHDA–13_II* and DHDA–12_II* isomers (see Scheme 1(b)), which
exhibit ~500 nm and 660 nm emission bands, respectively (see inset
of Fig. 2). The other conformer DHDA–23_OO possesses a pair of
C=O---HO symmetric H-bonds and is the predominant species in
polar solvent such as CDCl3 according to 1H-NMR results (vide
supra). DHDA–23_OO exhibits only normal 445 nm emission, for
which the emission spectral feature and peak wavelength are
similar to that of non-ESIPT compound 3 (see Scheme 2 and Fig. S6).
Accordingly, both single and double proton transfers are prohibited
for DHDA–23_OO.
We then made attempts to further resolve the dynamics of
ESIPT for DHDA by using the femtosecond fluorescence
upconversion technique. A typical result in cyclohexane is shown in
Fig. 3 while the pertinent data are listed in Table 1. Upon 400 nm
excitation and monitoring at the blue emission region of e.g. 460
nm, the fluorescence upconverted signal clearly reveals dual decay
components, consisting of an ultrafast system-response (~150 fs)
decay and a much longer population decay component that was
further resolved to be 788±15 ps by the time-correlated single
photon counting (TCSPC) measurement. In accordance with the
steady state emission the long 788 ps decay component can
reasonably be assigned to the population decay from the symmetric
DHDA–23_OO conformer, for which ESIPT is prohibited (vide supra).
On the other hand, the emission monitored at e.g. 650 nm consists
of a 1.1±0.3 ps rise component and a decay time of 35±3.2 ps (Fig. 3
and Table 1). The rise component (1.1 ps) of the emission at 650 nm
is well-matched with the decay component (1.1 ps) of emission
monitored at 520 nm upon 420 nm excitation. Another result worth
to note is the identical population decay times for both 520 and 650
nm emission bands (∼35 ps), indicating equilibrium between two
excited-state species. This, together with the an ultrafast decay
component (< 150 fs) monitoring at 460 nm emission (vide supra), is
reminiscent of the ESIPT mechanism of DHNA.17 Therefore, similar
to DHNA, a stepwise double proton transfer takes place in DHDA–
23_OI where upon excitation a < 150 fs single proton transfer takes
1.0
ex380 nm
ex440 nm
1.0
0.8
0.6
0.8
0.4
0.2
0.6
0.0
500
600
700
800
Wavelength (nm)
0.4
0.2
0.0
place, forming DHDA
–
13_II*, followed by second proton transfer
13_II* and DHDA 12_II* are in fast
to DHDA 12_II*. DHDA
–
–
–
300
600
Wavelength (nm)
900
equilibrium, giving 505 nm and 660 nm emission bands, respectively,
with identical population decay time of 35 ps. The result clearly
Figure 2. Absorption (black), emission (dotted black, excited at 380
nm) and excitation (monitored at 450 nm (red) and 660 nm (blue)
emissions) spectra of DHDA. Inset: the enlarged emission at 660 nm
(black, λex = 380 nm) and the emission at > 500 nm (green, λex = 440
nm).
leads to the conclusion of the precursor (DHDA
–12_II*)-successor
(DHDA 13_II*) reversible type proton-transfer relationship. As a
–
result, the equilibrium constant Keq = kpt2/k−pt2 (Scheme 3, see SI for
derivation) can be obtained by the ratio of the pre-exponential
factor at t = 0, which is deduced to be 4.72 (see Fig. 2),
corresponding to a ΔG of -0.92 kcal/mol from DHDA
–13_II* to
DHDA 12_II*. The forward and backward proton transfer rate
–
Despite having double intramolecular H-bonds, the prohibition
of ESIPT for DHDA–23_OO is uncommon, which is of fundamental
interest to shed light on its H-bond/ESIPT relationship. First, we
constants can be further deduced to be kpt2 = (1.3 ps)-1 and k−pt2
=
(6.3 ps)-1. Lastly, despite the ground-state equilibrium between
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