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Marcus Theory and Butler-Volmer Kinetics

12 Marcus Theory and Butler-Volmer Kinetics Problem [Pg.52]

The Gibbs energy change between the reactant and the transition state, AG(t), (as discussed in Problem 2.11) may be described in terms of the reorganisation [Pg.52]

For a one-electron reduction, AG = F(E — Ef), and the rate of electron transfer ( k) is given in terms of AG( ) as shown below  [Pg.53]

We know from Butler-Volmer kinetics that [Pg.53]

This result is important it shows us that a is predicted by Marcus theory to be 0.5 for a one-electron process if A AG, i.e. if the reaction is irreversible. Of further importance is the fact that AG as discussed above is not a standard Gibbs energy since it is dependent upon the electrode potential. Ckinsequently, a is not constant and this may lead to curved Tafel plots if a is measured over a wide potential range. [Pg.53]


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