2011
DOI: 10.1016/j.chemphys.2010.08.013
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Theoretical study of the excitation spectrum of azomethane

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Cited by 15 publications
(12 citation statements)
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“…One-photon excitation to the n−π* state is symmetry forbidden in trans-azomethane. As shown by Szalay et al, 61 the 1 B g n−π* state can borrow intensity from a 1 B u Rydberg state as low as 6.4 eV through the A u CNNC dihedral angle vibrational mode. The intensity borrowing spectrum calculated by Szalay et al is in accordance with the Herzberg−Teller effect 62 since, for the C 2h point group, the inner product of the A u and the B g irreducible representations is the B u representation.…”
Section: Excitation Energy and Conical Intersectionmentioning
confidence: 91%
“…One-photon excitation to the n−π* state is symmetry forbidden in trans-azomethane. As shown by Szalay et al, 61 the 1 B g n−π* state can borrow intensity from a 1 B u Rydberg state as low as 6.4 eV through the A u CNNC dihedral angle vibrational mode. The intensity borrowing spectrum calculated by Szalay et al is in accordance with the Herzberg−Teller effect 62 since, for the C 2h point group, the inner product of the A u and the B g irreducible representations is the B u representation.…”
Section: Excitation Energy and Conical Intersectionmentioning
confidence: 91%
“…In the limit of a very fast decay of the time-correlation function, the overlap function reduces to Eq. (15) and the line has a Gaussian shape. Employing molecular dynamics simulations of chromophores within non-polar fluids, Saven and Skinner [10] showed that Kubo's model works well in these two limits, but cannot produce accurate line shapes in intermediary regimes.…”
Section: Nuclear-ensemble Approximationmentioning
confidence: 99%
“…If DE 0;n R ð Þ is approximately constant over R, then d n and e n in Eq. (15) can be obtained by comparison with Eq. (14) and be defined in terms of and of x j , D nj , and dE 0;n ¼ DE 0;n À DE a 0;n as:…”
Section: Overlap Function: Approximationmentioning
confidence: 99%
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“…84 The ADC(2) scheme is therefore often preferred in studies that go beyond the vertical excitation picture. 82,83,[85][86][87][88] As in our previous work, 82,83 the information about the vibrational structure associated with the electronic transitions was obtained from the linear vibronic coupling (LVC) model. 89,90 This model allows the adiabatic (O 0-0 ) transition energies to be determined and the Franck-Condon spectrum for a given excited state to be constructed, once the linear vibrational coupling constants have been evaluated.…”
Section: Computational Detailsmentioning
confidence: 99%