A generalised nonadiabatic ring-polymer instanton rate theory bridges the Born-Oppenheimer and golden-rule limits and matches exact quantum rates to about 5-10% on the studied model.
Coherent State Mapping Ring-Polymer Molecular Dynamics for Non-Adiabatic quantum propagations
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abstract
We introduce the coherent state mapping ring-polymer molecular dynamics (CS-RPMD), a new method that accurately describes electronic non-adiabatic dynamics with explicit nuclear quantization. This new approach is derived by using coherent state mapping representation for the electronic degrees of freedom (DOF) and the ring-polymer path-integral representation for the nuclear DOF. CS-RPMD Hamiltonian does not contain any inter-bead coupling term in the state-dependent potential, which is a key feature that ensures correct electronic Rabi oscillations. Hamilton's equation of motion is used to sample initial configurations and propagate the trajectories, preserving the distribution with classical symplectic evolution. In the special one-bead limit for mapping variables, CS-RPMD preserves the detailed balance. Numerical tests of this method with a two-state model system show a very good agreement with exact quantum results over a broad range of electronic couplings.
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Nonadiabatic ring-polymer instanton rate theory: a generalised dividing-surface approach
A generalised nonadiabatic ring-polymer instanton rate theory bridges the Born-Oppenheimer and golden-rule limits and matches exact quantum rates to about 5-10% on the studied model.