From Coherent Modes to Turbulence and Granulation of Trapped Gases
arXiv:1306.0782 · doi:10.1007/10091_2012_14
Abstract
The process of exciting the gas of trapped bosons from an equilibrium initial state to strongly nonequilibrium states is described as a procedure of symmetry restoration caused by external perturbations. Initially, the trapped gas is cooled down to such low temperatures, when practically all atoms are in Bose-Einstein condensed state, which implies the broken global gauge symmetry. Excitations are realized either by imposing external alternating fields, modulating the trapping potential and shaking the cloud of trapped atoms, or it can be done by varying atomic interactions by means of Feshbach resonance techniques. Gradually increasing the amount of energy pumped into the system, which is realized either by strengthening the modulation amplitude or by increasing the excitation time, produces a series of nonequilibrium states, with the growing fraction of atoms for which the gauge symmetry is restored. In this way, the initial equilibrium system, with the broken gauge symmetry and all atoms condensed, can be excited to the state, where all atoms are in the normal state, with completely restored gauge symmetry. In this process, the system, starting from the regular superfluid state, passes through the states of vortex superfluid, turbulent superfluid, heterophase granular fluid, to the state of normal chaotic fluid in turbulent regime. Both theoretical and experimental studies are presented.
Latex file, 25 pages, 4 figures
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Cited by in corpus (6)
- Realization of inverse Kibble-Zurek scenario with trapped Bose gases
- Formation of granular structures in trapped Bose-Einstein condensates under oscillatory excitations
- Characterization of nonequilibrium states of trapped Bose-Einstein condensates
- Numerical simulation of nonequilibrium states in a trapped Bose-Einstein condensate
- Models of Mixed Matter
- Vortex rings and vortex ring solitons in shaken Bose-Einstein condensate