Imaginary time path integral Monte Carlo route to rate coefficients for nonadiabatic barrier crossing
Peter G. Wolynes
Abstract
Peter G. Wolynes
Abstract
Nonadiabatic transitions such as some biological electron transfers are difficult to simulate on a computer because they seem to need long real time quantum dynamics simulations. In fact rates are often dominated by saddle point trajectories in imaginary time. This paper describes a way in which this observation can be exploited with path integral Monte Carlo methods.
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Nonadiabatic transitions such as some biological electron transfers are difficult to simulate on a computer because they seem to need long real time quantum dynamics simulations. In fact rates are often dominated by saddle point trajectories in imaginary time. This paper describes a way in which this observation can be exploited with path integral Monte Carlo methods.
Key concepts: Imaginary time, Saddle point, Monte Carlo method, Path integral Monte Carlo, Statistical physics, Quantum Monte Carlo, The Imaginary, Saddle