Quasi-thermalization of collisionless particles in quadrupole potentials
Johnathan Lau, Olga Goulko, Thomas Reimann, Daniel Suchet, C\'edric, Enesa, Fr\'ed\'eric Chevy, Carlos Lobo

TL;DR
This paper explains how noninteracting particles in quadrupole traps reach a quasi-thermal state with persistent anisotropy, due to dephasing and conservation laws, without collisions, supported by models of symmetric and pancake traps.
Contribution
It introduces models that explain anisotropic quasi-thermalization in collisionless gases in quadrupole and related traps, revealing the role of angular momentum and potential shape.
Findings
Particles reach a stationary state without collisions due to dephasing.
Anisotropy persists at long times, with different effective temperatures.
The models explain experimental observations of temperature anisotropy.
Abstract
We analyze several puzzling features of a recent experiment with a noninteracting gas of atoms in a quadrupole trap. After an initial momentum kick, the system reaches a stationary, quasi-thermal state even without collisions, due to the dephasing of individual particle trajectories. Surprisingly, the momentum distribution remains anisotropic at long times, characterized by different "temperatures" along the different directions. In particular, there is no transfer of the kick energy between the axial and radial trap directions. To understand these effects we discuss and solve two closely related models: a spherically symmetric trap and a strongly confined gas along one direction (a "pancake" trap). We find that in the isotropic trap, the gas unexpectedly also preserves the anisotropy of the kick at long times, which we are able to explain using the conservation of…
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