1995
DOI: 10.1016/0584-8539(94)00120-z
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Solvent effect on the spectroscopic properties of indole—semiempirical quantum chemical study

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Cited by 10 publications
(4 citation statements)
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“…The energetic position of these two states and its dependence on the polarity of solvents has been intensively studied both theoretically and experimentally. 75,77,[107][108][109] As reported previously, the L b state is the lowest state in the gas phase as well as in nonpolar solvents, while the L a state is the lowest state in polar solvents. This is due to the higher permanent dipole moment of the L a state which renders it more sensitive to the polar environment.…”
Section: A Isolated Indolesupporting
confidence: 71%
“…The energetic position of these two states and its dependence on the polarity of solvents has been intensively studied both theoretically and experimentally. 75,77,[107][108][109] As reported previously, the L b state is the lowest state in the gas phase as well as in nonpolar solvents, while the L a state is the lowest state in polar solvents. This is due to the higher permanent dipole moment of the L a state which renders it more sensitive to the polar environment.…”
Section: A Isolated Indolesupporting
confidence: 71%
“…The transition dipole moment of Toac, lying in the CNC plane,12 was taken perpendicular to the NO bond, while the transition dipole moment of Trp was chosen to be 1 L a ,45 because by using 1 L b the computed κ 2italicm parameter leads to a very poor agreement between calculated and observed efficiency. This finding is consistent with recent theoretical and experimental data,46, 47 indicating that in polar solvent media, such as methanol, the emitting state is 1 L a . Finally, the angle that the Trp transition dipole moment makes with the line joining the center of mass of Trp and Toac is denoted as γ, while E is the vector representing the electric field at the center of mass of Toac induced by the transition dipole moment of Trp, and θ the angle between E and the transition dipole moment of Toac.…”
Section: Resultssupporting
confidence: 93%
“…Except for the frozen‐core approximation, the ZINDO/S‐CIS calculations have been carried out without any restriction on the orbital active space. The Mataga and Nishimoto parametrization 71 for spectroscopy is used in the INDO/1 72 method. Dynamic electron correlation is partially accounted for by the rather powerful combination with the CIS 73 scheme for singly excited particle–hole states.…”
Section: Theory and Computational Detailsmentioning
confidence: 99%