2008
DOI: 10.1021/jp8004794
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Evolution of the Reaction Mechanism during Ultrafast Photoinduced Electron Transfer

Abstract: Specific features of ultrafast photoinduced electron transfer (ET) in concentrated liquid solutions and in neat electron donating solvents are discussed in terms of continuous distribution of ET rate constants, related to electron tunneling with statistical distribution of electronic coupling matrix element and distances between reactant molecules. Available data on photoinduced electron transfer in solutions for several systems are analyzed. Electron tunneling approach is shown to provide global description o… Show more

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Cited by 12 publications
(18 citation statements)
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“…However, subsequent computational studies ,− , of quenching in neat conventional liquids point to a fundamental shortcoming of such a model for treating neat-solvent quenching. Instead of a single nearby partner, in neat redox-active liquids, the fluorophore is surrounded by multiple reactive partners.…”
Section: Resultsmentioning
confidence: 99%
“…However, subsequent computational studies ,− , of quenching in neat conventional liquids point to a fundamental shortcoming of such a model for treating neat-solvent quenching. Instead of a single nearby partner, in neat redox-active liquids, the fluorophore is surrounded by multiple reactive partners.…”
Section: Resultsmentioning
confidence: 99%
“…For this reason the experimental kinetics cannot be used for the determination of the parameters of electron tunneling and of the electronic coupling decay parameter a as previously reported. 5,6,[20][21][22][23] In these works the contribution of the reaction inside the interior of the solvent shell in a low viscous solvent (MeCN) was 7) and ( 10)).…”
Section: Competition Of Various Mechanisms Of Etmentioning
confidence: 99%
“…The kinetics was discussed earlier in terms of the interplay of non-stationary diffusion and distant ET (electron tunneling). [19][20][21][22][23] In several cases, including non-stationary diffusion, P(ln k) cannot be described by the hyperbolic function (3) or by the Gaussian function. The time dependent rate constant for non- stationary diffusion is known to be expressed by the Smoluchowski equation 5,6 k Diff ðtÞ ¼ 4πr…”
Section: Kinetics Of Et In Diluted Solutions Diffusion Control Of Etmentioning
confidence: 99%
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“…Experimental apparent activation free energy (blue ) and activation enthalpy (red ) for quenching of aromatic compounds by various quenchers[66][67][68][69][70][71]. Free energies of transient exciplex formation (magenta ) are calculated according to (10) (for τ 0 = 1 ns); the entropy of transient exciplex formation (green ) TΔS Ex* = ΔH Ex * − ΔG Ex * (assuming ΔH Ex * ≈ ΔH ‡ App ).Simulated curves are: (1)ΔG ‡ for Marcus mechanism ((2), λ = 0.6 eV) and (2)ΔG Ex * for transient exciplex mechanism ((15), a = 0.13, b = 0.07, c = 0.14 eV); (3) ΔH ‡ App = 0.12 − ΔG ET * /Dependences of pyrene fluorescence and triplet state quantum yields on the concentration of dibutyl phthalate in acetonitrile at room temperature [69].…”
mentioning
confidence: 99%