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Proton transfer in condensed phases beyond the quantum

PROTON TRANSFER IN CONDENSED PHASES BEYOND THE QUANTUM KRAMERS PARADIGM [Pg.69]

Evaluation of quantum rates for multi-dimensional systems, m. Beyond the Langevin equation/quantum Kramers paradigm  [Pg.69]

Schwartz (ed), Theoretical Methods in Condensed Phase Chemistry, 69-90, 2000 Kluwer Academic Publishers. Printed in the Netherlands. [Pg.69]

A common approach for the study of activated barrier crossing reactions is the transition state theory (TST), in which the transfer rate over the activation barrier V is given by (ci)R/2jt)e 15 v. where ci)r (the oscillation frequency of the reaction coordinate at the reactant well) is an attempt frequency1 to overcome the activation barrier. For reactions in solution a multi-dimensional version2 of TST is used, in which the transfer rate is given by [Pg.70]

An alternative view of the same physical process is to model the interaction of the reaction coordinate with the environment as a stochastic process through the generalized Langevin equation (GLE) [Pg.70]




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