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Published on: October 13, 2017
Nonequilibrium quantum solvation with a time-dependent Onsager cavity
H Kirchberg1, P Nalbach2, M Thorwart1
1I. Institut für Theoretische Physik, Universität Hamburg, Jungiusstraße 9, 20355 Hamburg, Germany.
We developed a theory for time-dependent quantum solvation. A shrinking solvent cavity enhances dipole relaxation, while a breathing cavity can resonantly suppress damping, revealing complex dynamics in nonequilibrium systems.
Area of Science:
- Quantum chemistry
- Theoretical chemistry
- Chemical physics
Background:
- Understanding solvation dynamics is crucial for chemical reactions.
- Nonequilibrium solvation effects are important in dynamic processes.
- Quantum effects in solvation are increasingly studied.
Purpose of the Study:
- To formulate a theory of nonequilibrium quantum solvation with time-dependent solvent parameters.
- To analyze the relaxation properties of a test molecular point dipole in a dielectric solvent with dynamic boundary conditions.
- To investigate the impact of shrinking and breathing Onsager cavities on dipole relaxation.
Main Methods:
- Formulation of a quantum solvation theory.
- Modeling the solvent as a spherical Onsager cavity with time-dependent radius.
- Analysis of a test molecular point dipole's response function.
- Consideration of shrinking and breathing cavity dynamics.
Main Results:
- Time-dependent solvent parameters lead to a time-dependent frequency-dependent response function.
- A shrinking Onsager sphere generally enhances dipole relaxation, increasing the linewidth.
- A breathing Onsager sphere can reduce damping, with resonant suppression when breathing and relaxation rates are comparable.
- The linewidth is significantly reduced when the breathing sphere reaches its maximum extension.
Conclusions:
- Nonequilibrium quantum solvation theory provides insights into dynamic solvent effects.
- Time-dependent cavity dynamics significantly alter molecular dipole relaxation.
- The breathing Onsager sphere model offers a pathway to control and suppress damping in quantum systems.
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