Accurate dissociation energies were determined for gas-phase complexes between 1-naphthol and benzene, d6-benzene and cyclohexane, using the stimulated emission pumping resonant two-photon ionization spectroscopy technique in supersonic jets. The dissociation energies obtained for the electronic ground state are surprisingly large being D0 = 5.07±0.07 kcal/mol for 1-naphthol · benzene, 5.08±0.06 kcal/mol for 1-naphthol · d6-benzene, and 6.92±0.03 kcal/mol for 1-naphthol · cyclohexane, respectively. The dissociation energies scale well with the parallel molecular polarizabilities.
  • Van der Waals binding energies and intermolecular vibrations of carbazole·R R=Ne, Ar, Kr, Xe)
    T. Droz, T. Bürgi and S. Leutwyler
    Journal of Chemical Physics, 103 (10) (1995), p4035
    DOI:10.1063/1.469589 | unige:14650 | Abstract | Article PDF
Massâ€selective groundâ€state vibrational spectra of jetâ€cooled carbazoleâ‹…R (R=Ne, Ar, Kr, and Xe) van der Waals complexes were obtained by populating groundâ€state intra†and intermolecular levels via stimulated emission pumping, followed by time delayed resonant twoâ€photon ionization of the vibrationally hot complex. By tuning the dump laser frequency, S0 state vibrational modes were accessed from ≊200 cm−1 up to the dissociation energy D0. Upon dumping to groundâ€state levels above D0, efficient vibrational predissociation of the complexes occurred, allowing us to determine the S0 state van der Waals binding energies very accurately. The D0(S0) values are <214.5±0.5 cm−1 (R=Ne), 530.4±1.5 cm−1 (R=Ar), 687.9±4.0 cm−1 (R=Kr), and 890.8±1.6 cm−1 (R=Xe). In the S1 state, the corresponding binding energies are larger by 9% to 12%, being <222.9±1.0 cm−1, 576.3±1.6 cm−1, 756.4±4.5 cm−1, and 995.8±2.5 cm−1, respectively.
Massâ€selective groundâ€state vibronic spectra of molecular van der Waals complexes carbazoleâ‹…S, S=N2, CO, and CH4, were measured by stimulated emission pumping followed by resonant twoâ€photon ionization of the vibrationally hot complexes. S0â€state vibrational modes were accessed from ≊200 cm−1 up to the groundâ€state dissociation limit D0(S0) of the van der Waals bond. Above D0, efficient vibrational predissociation of the complexes occurs, allowing accurate determination of the van der Waals dissociation energies as 627.2±7.9 cm−1 for N2, 716.5±29.8 cm−1 for CO, and 668.6±15.1 cm−1 for CH4. In the S1 excited state, the van der Waals binding energies increase to 678.5±8.0, 879.2±29.9, and 753.8±15.2 cm−1, respectively. The relative increases upon electronic excitation are about 8% and 13% for N2 and CH4, similar to the analogous rare gases Ar and Kr. For CO, the relative increase of van der Waals binding energy is 23%. The differences are primarily due to electrostatic interactions.
Accurate hydrogen-bond dissociation energies were determined for gas-phase hydrogen-bonded complexes between 1-naphthol or 1-naphthol-d3 and H2O, CH3OH, NH3 and ND3, using the stimulated emission pumping-resonant two-photon ionization spectroscopy technique in supersonic jets. The hydrogen-bond dissociation energies obtained for the electronic ground state are D0 = 2035 ± 69 cm−1 for 1-naphthol · H2O, 2645 ± 136 cm−1 for 1-naphthol · CH3OH, 2680 ± 5cm −1 for 1-naphthol · NH3 and 2801 ± 14 cm−1 for 1-naphthol-d3 · ND3, respectively. Upon electronic excitation to the S1 state the binding energies increase by approximately 8%.
  • Ground state binding energy and vibrations of the carbazole·Ar van der Waals complex by pump/dump-R2PI measurements
    T. Bürgi, T. Droz and S. Leutwyler
    Chemical Physics Letters, 225 (4-6) (1994), p351-358
    DOI:10.1016/0009-2614%2894%2987093-4 | unige:14643 | Article PDF
Mass-selective ground state vibrational spectroscopy of the jet-cooled carbazole·Ar complex was performed by populating ground-state levels via a pump/dump laser pulse sequence, followed by selective resonant two-photon ionization of the vibrationally relaxed complexes. Intra- and inter-molecular van der Waals modes in the S0 state are measurable with good signal/noise. The ground-state binding energy can be determined by detecting the negative signals resulting from loss of ground-state population via vibrational predissociation of the complex.

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