2002
DOI: 10.1002/0471231509.ch9
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Solvent Effects in Nonadiabatic Electron‐Transfer Reactions: Theoretical Aspects

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Cited by 120 publications
(142 citation statements)
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References 122 publications
(225 reference statements)
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“…There is however no consistent information on its value. Although DACs with V el close to 1 eV most certainly exist, the model used here is only applicable for nonadiabatic reactions with a rather small V el , i.e., V el Ͻk B T. 57 Therefore, the investigation of the spectral effect is limited to this range of V el . For substantially larger V el , the adiabatic theory of electronic transitions has to be applied.…”
Section: Numerical Results and Discussionmentioning
confidence: 99%
“…There is however no consistent information on its value. Although DACs with V el close to 1 eV most certainly exist, the model used here is only applicable for nonadiabatic reactions with a rather small V el , i.e., V el Ͻk B T. 57 Therefore, the investigation of the spectral effect is limited to this range of V el . For substantially larger V el , the adiabatic theory of electronic transitions has to be applied.…”
Section: Numerical Results and Discussionmentioning
confidence: 99%
“…[12,13,23,24] This is necessary because the fast transients can only be rationalized by fast initial electron-transfer rates, for which both effects become relevant. The same electron-transfer model has also been used in our analysis of the RW experiment; the model is shown in Equation (1) and the Levich-Dogonadze pre-exponential term is given by Equation (2).…”
Section: Theoretical Description and Approximationsmentioning
confidence: 99%
“…3 For ET, this regime corresponds to solvent-controlled reactions when the preexponential factor of the rate is inversely proportional to a solvent relaxation time. 4 One can anticipate the next step in this hierarchy of relaxation times when the time of the reaction itself (not just the time of barrier passage) becomes comparable to the solvent relaxation time. Such conditions, which apply to ultrafast reactions in high-temperature solvents and to reactions in slowly relaxing viscous solvents, will result in the loss of ergodicity of the system and in the breakdown of the equilibrium description of the reaction activation barrier (in contrast to the alteration of the rate preexponent in the Kramers description).…”
Section: Introductionmentioning
confidence: 99%