4.7 Article

Generalized trajectory surface-hopping method for internal conversion and intersystem crossing

Journal

JOURNAL OF CHEMICAL PHYSICS
Volume 141, Issue 12, Pages -

Publisher

AMER INST PHYSICS
DOI: 10.1063/1.4894849

Keywords

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Funding

  1. Alexander von Humboldt Fellowship
  2. ERC Advanced Grant

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Trajectory-based fewest-switches surface-hopping (FSSH) dynamics simulations have become a popular and reliable theoretical tool to simulate nonadiabatic photophysical and photochemical processes. Most available FSSH methods model internal conversion. We present a generalized trajectory surface-hopping (GTSH) method for simulating both internal conversion and intersystem crossing processes on an equal footing. We consider hops between adiabatic eigenstates of the non-relativistic electronic Hamiltonian (pure spin states), which is appropriate for sufficiently small spin-orbit coupling. This choice allows us to make maximum use of existing electronic structure programs and to minimize the changes to available implementations of the traditional FSSH method. The GTSH method is formulated within the quantum mechanics (QM)/molecular mechanics framework, but can of course also be applied at the pure QM level. The algorithm implemented in the GTSH code is specified step by step. As an initial GTSH application, we report simulations of the nonadiabatic processes in the lowest four electronic states (S-0, S-1, T-1, and T-2) of acrolein both in vacuo and in acetonitrile solution, in which the acrolein molecule is treated at the ab initio complete-active-space self-consistent-field level. These dynamics simulations provide detailed mechanistic insight by identifying and characterizing two nonadiabatic routes to the lowest triplet state, namely, direct S-1 -> T-1 hopping as major pathway and sequential S-1 -> T-2 -> T-1 hopping as minor pathway, with the T-2 state acting as a relay state. They illustrate the potential of the GTSH approach to explore photoinduced processes in complex systems, in which intersystem crossing plays an important role. (C) 2014 AIP Publishing LLC.

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