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N. Basaric, N. Doslic, P. Wan et al.
quartz cuvettes (15 mL), purged with a stream of N2 (20 min each), and
sealed with a septum. The cuvettes were irradiated at the same time in
a Luzchem reactor equipped with a merry-go-round and 2 lamps with the
output at 254 nm for 0.5, 1, and 2 min. After each irradiation, the samples
were taken from the cuvettes by use of a syringe and analyzed by ESI
MS (the D content was determined from the difference of the intensity
of signals of irradiated and nonirradiated sample), whereas the conver-
sion of valerophenone was analyzed by HPLC. Quantum yields for the
D-exchange was calculated using valerophenone actinometer (formation
of acetophenone in aqueous media, F=0.65Æ0.03).[29]
Alternatively, 2-phenyl-1-naphthol (1, 5 mg, 0.023 mmol) was dissolved in
CH3CN (32 mL). To the solution was added D2O (12 mL). The solution
was purged with Ar for 30 min and irradiated in a Rayonet reactor at 254
(16 lamps) for 1 min. During irradiation, solution was continuously
purged with Ar and cooled by a cold-finger condenser. After irradiation,
50 mL of H2O was added and extractions with CH2Cl2 (3ꢁ50 mL) were
carried out. The extracts were dried over anhydrous MgSO4. Under the
same conditions 2-phenylphenol (2, 6 mg, 0.03 mmol), dissolved in
CH3CN/D2O (3:1, 50 mL) was irradiated for 10 min. After aqueous
workup, extraction and removal of the solvent extent of the deuterium
incorporation was determined by 1H NMR. Quantum yield for the D-ex-
change was calculated using D-exchange in 2-phenylphenol as a secondary
actinometer (F=0.041Æ0.03).[15]
Steady state and time-resolved fluorescence measurements: The steady
state measurements were performed on a luminescence spectrometer.
The samples were dissolved in cyclohexane, CH3CN, or CH3CN/H2O
(1:4) and the concentrations were adjusted to have absorbance at the ex-
citation wavelength (300, 310, and 320 nm) <0.1. Solutions were purged
with nitrogen for 30 min prior to analysis. The measurements were per-
formed at 208C. Fluorescence quantum yields were determined by com-
parison of the integral of the emission bands with the one of quinine sul-
fate in 0.05m H2SO4 (Ff =0.54).[36] Typically, three absorption traces were
recorded (and averaged) and three fluorescence emission traces, exciting
at three different wavelengths (300, 310, and 320 nm). Three quantum
yields were calculated and the mean value reported.
region between the vertical and adiabatic geometries a set of single point
calculations for geometries along the linearly interpolated path (LIP)
have been performed. LIP geometries have been obtained by interpolat-
ing between terminal geometries in internal coordinates. All coupled
cluster calculations have been performed with the TURBOMOLE pack-
age.[42]
Acknowledgements
This work was financed by the Foundation for Science, Higher Education
and Technological Development of Croatia (HRZZ grant No. 02.05/25),
the Ministry of Science Education and Sports of Croatia (grant No. 098–
0352851–2921), the University of Victoria, and the Natural Sciences and
Engineering Research Council (NSERC) of Canada.
Prog. React. Kinet. 1994, 19, 45–91; d) D. Le Gourrierec, S. M.
Ormson, R. G. Brown, Prog. React. Kinet. 1994, 19, 211–275; e) A.
Sinicropi, R. Pogni, R. Basosi, M. A. Robb, G. Gramlich, W. M.
ˇ
Fluorescence decay histograms were obtained on an, equipped with
a light emitting diode (excitation wavelength 310 nm), using time-corre-
lated single photon counting technique in 1023 channels. Histograms of
the instrument response functions (using LUDOX scatterer), and sample
decays were recorded until they reached 3ꢁ103 counts in the peak chan-
nel. The half width of the instrument response function was typically
around 1.5 ns. The time increment per channel was 0.02 or 0.049 ns. Ob-
tained histograms were fitted as sums of exponential using Gaussian-
weighted nonlinear least-squares fitting based on Marquardt–Levenberg
minimization implemented in the software package of the instrument.
The fitting parameters (decay times and pre-exponential factors) were
determined by minimizing the reduced chi-square c2. Additional graphi-
cal method was used to judge the quality of the fit that included plots of
surfaces (“carpets”) of the weighted residuals vs. channel number.
H. Kwon, S. Kim, S. Park, M.-G. Choi, M. Cha, S. Y. Park, D.-J.
[6] a) G. J. Stueber, M. Kieninger, H. Schettler, W. Busch, B. Goeller, J.
Franke, H. E. A. Kramer, H. Hoier, S. Henkel, P. Fischer, H. Port, T.
10109; b) J. Keck, H. E. A. Kramer, H. Port, T. Hirsch, P. Fischer, G.
[8] L. V. Schꢃfer, G. Groenhof, A. R. Klingen, G. L. Ullmann, M.
[10] T. Mutai, H. Tomoda, T. Ohkawa, Y. Yabe, K. Araki, Angew. Chem.
Laser flash photolysis (LFP): All LFP studies were conducted at the Uni-
versity of Victoria LFP facility employing a YAG laser, with a pulse
width of 10 ns and excitation wavelength 266 nm. Static cells (0.7 cm)
were used and solutions were purged with nitrogen or oxygen for 20 min
prior to measurements. Absorbances at 266 nm were approximately 0.4.
´
[12] a) N. Basaric, P. Wan, Photochem. Photobiol. Sci. 2006, 5, 656–664;
Computational methods: The ground state equilibrium geometries of 2-
phenylphenol (3) and 2-phenyl-1-naphthol (6) and their 1:1 H2O-clusters,
3·W and 6·W, have been determined with the second order Møller–Ples-
set (MP2) method and the triple-zeta valence plus polarization (TZVP)
basis set.[37] Solvation effects were estimated with the polarizable continu-
um model (PCM)[38] using the dielectric constant of CH3CN as imple-
mented in the Gaussian09 program package.[39] The vertical excitation en-
ergies, optimized geometries, and ESIPT reaction paths have been deter-
mined with the second order approximate coupled cluster (CC2) method
with the cc-pVDZ and aug-cc-pVDZ basis sets.[40] The resolution of iden-
tity (RI) approximation has been used for the evaluation of the electron
repulsion integrals.[41] Two types of reaction path calculations have been
employed. In the relaxed scans, apart from the driving coordinate all
other internal degrees of freedom have been allowed to relax. In the
´
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208, 42–49; c) N. Basaric, N. Cindro, Y. Hou, I. Zabcic, K. Mlinaric-
Majerski, P. Wan, Can. J. Chem. 2011, 89, 221–234.
[13] S. P. Webb, L. A. Philips, S. W. Yeh, L. M. Tolbert, J. H. Clark, J.
[14] M. Lukeman, D. Veale, P. Wan, R. N. Munasinghe, J. E. T. Corrie,
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