Time-Dependent Perturbation Theory with a Classical Limit
Author:
Publisher
American Physical Society (APS)
Subject
General Physics and Astronomy
Link
http://harvest.aps.org/v2/journals/articles/10.1103/PhysRevLett.93.120403/fulltext
Reference8 articles.
1. Multiple-time-scale perturbation theory applied to laser excitation of atoms and molecules
2. Multiple-Scale Analysis of the Quantum Anharmonic Oscillator
3. Multiple-scale analysis of quantum systems
4. Perturbation theory free from secular terms for the equations of motion of anharmonic oscillators
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1. Taming the escape dynamics of nonadiabatic time-periodically driven quantum dissipative system within the frame of Wigner formalism;Chemical Physics;2014-03
2. Quantum Stochastic Dynamics in the Presence of a Time-Periodic Rapidly Oscillating Potential: Nonadiabatic Escape Rate;The Journal of Physical Chemistry A;2013-05-20
3. Escape rate for a quantum particle moving in a time-periodic rapidly oscillating potential: A time-independent approach;Physical Review E;2012-05-01
4. Time-independent description of rapidly driven systems in the presence of friction: Multiple scale perturbation approach;Chaos: An Interdisciplinary Journal of Nonlinear Science;2012-03
5. Effective quantum Brownian dynamics in presence of a rapidly oscillating space-dependent time-periodic field;Physical Review E;2011-06-30
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