Theory of dissipative chaotic atomic transport in an optical lattice
V. Yu. Argonov, S. V. Prants

TL;DR
This paper investigates how chaotic dynamics influence dissipative atomic transport in a 1D optical lattice, revealing that chaos can induce ballistic or random walk behaviors and significantly affect diffusion properties.
Contribution
It introduces a combined numerical and analytical study of chaotic atomic transport, linking Hamiltonian chaos with dissipative transport characteristics in optical lattices.
Findings
Chaotic atomic transport can be ballistic or a random walk.
Diffusion properties change abruptly near certain laser detunings.
A correlation exists between chaos probability and momentum diffusion coefficient.
Abstract
We study dissipative transport of spontaneously emitting atoms in a 1D standing-wave laser field in the regimes where the underlying deterministic Hamiltonian dynamics is regular and chaotic. A Monte Carlo stochastic wavefunction method is applied to simulate semiclassically the atomic dynamics with coupled internal and translational degrees of freedom. It is shown in numerical experiments and confirmed analytically that chaotic atomic transport can take the form either of ballistic motion or a random walking with specific statistical properties. The character of spatial and momentum diffusion in the ballistic atomic transport is shown to change abruptly in the atom-laser detuning regime where the Hamiltonian dynamics is irregular in the sense of dynamical chaos. We find a clear correlation between the behavior of the momentum diffusion coefficient and Hamiltonian chaos probability…
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