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20162020
most citedAnalytic continuation of Wolynes theory into the Marcus inverted regime

43 citations · 76 across the 3 of their papers we have counts for

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physics.chem-ph2020

Confirming the role of nuclear tunnelling in aqueous ferrous-ferric electron transfer

Joseph E. Lawrence, David E. Manolopoulos

We revisit the well-known aqueous ferrous-ferric electron transfer reaction in order to address recent suggestions that nuclear tunnelling can lead to significant deviation from th…

physics.chem-ph2020

An improved path-integral method for golden-rule rates

Joseph E. Lawrence, David E. Manolopoulos

We present a simple method for the calculation of reaction rates in the Fermi golden-rule limit, which accurately captures the effects of tunnelling and zero-point energy. The meth…

physics.chem-ph202012 cited

A general non-adiabatic quantum instanton approximation

Joseph E. Lawrence, David E. Manolopoulos

We present a general quantum instanton approach to calculating reaction rates for systems with two electronic states and arbitrary values of the electronic coupling. This new appro…

physics.chem-ph201921 cited

An analysis of isomorphic RPMD in the golden rule limit

Joseph E. Lawrence, David E. Manolopoulos

We analyse the golden rule limit of the recently proposed isomorphic ring polymer (iso-RP) method. This method aims to combine an exact expression for the quantum mechanical partit…

physics.chem-ph2019

On the calculation of quantum mechanical electron transfer rates

Joseph E. Lawrence, Theo Fletcher, Lachlan P. Lindoy +1

We present a simple interpolation formula for the rate of an electron transfer reaction as a function of the electronic coupling strength. The formula only requires the calculation…

physics.chem-ph201743 cited

Analytic continuation of Wolynes theory into the Marcus inverted regime

Joseph E. Lawrence, David E. Manolopoulos

The Wolynes theory of electronically nonadiabatic reaction rates [P. G. Wolynes, J. Chem. Phys. 87, 6559 (1987)] is based on a saddle point approximation to the time integral of a…