1991
DOI: 10.1016/0009-2614(91)90503-2
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Estimation of the outer-sphere contribution to the activation parameters for homogeneous electron-transfer reactions using the mean spherical approximation

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Cited by 57 publications
(22 citation statements)
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“…As Hupp and co-workers (22) have shown, it is the local solvent environment of the reactants that determines Av,,:, the most important contributor to AVcALc< Unfortunately, development of this concept requires a full molecular dynamics computational treatment, and this is probably not feasible at present.5 Besides, the traditional approach, in which phenomena are related to particular bulk properties of the various media, affords some conceptual satisfaction. As a compromise, the molecular nature of the solvent can be introduced into the dielectric-continuum MarcusHush theory through the Mean Spherical Approximation (MSA) approach (24)(25)(26). We find (27) 'By radioisotope sampling at high pressure.…”
Section: Self-exchange Reactions In Nonaqueous Solutionsmentioning
confidence: 99%
“…As Hupp and co-workers (22) have shown, it is the local solvent environment of the reactants that determines Av,,:, the most important contributor to AVcALc< Unfortunately, development of this concept requires a full molecular dynamics computational treatment, and this is probably not feasible at present.5 Besides, the traditional approach, in which phenomena are related to particular bulk properties of the various media, affords some conceptual satisfaction. As a compromise, the molecular nature of the solvent can be introduced into the dielectric-continuum MarcusHush theory through the Mean Spherical Approximation (MSA) approach (24)(25)(26). We find (27) 'By radioisotope sampling at high pressure.…”
Section: Self-exchange Reactions In Nonaqueous Solutionsmentioning
confidence: 99%
“…In the first approximation, the k o values are proportional to the solvent Pekar factor, c solv = (1/e op À 1/e s ), where e op and e s are the optical and static electric permittivity of the solvent, respectively. A better model, based on the mean spherical approximation, was developed by Fawcett and Blum [7]. However, for non-spherical reactants, in particular those having functional groups associated with ET process, Fawcett [3] showed later that experimental rate constants depend also on parameters describing the solvation of the reactant, such as the polarity function (e s À 1)/(e s + 2) or the acceptor number in the case of anions.…”
Section: Introductionmentioning
confidence: 99%
“…Analysis of the experimental data revealed that the Marcus estimates of ΔG » os and ΔH » os are slightly bigger than the experimental values. However, smaller values for these quantities which are closer to the experimental values are obtained when they are estimated using the mean spherical approximation (MSA) [56]. The expression for ΔG » os in the MSA is…”
Section: The 1990smentioning
confidence: 99%