Persistence of a Non-Equilibrium State: Observation of a Boltzmannian Special Case
D. S. Lobser, A. E. S. Barentine, E. A. Cornell, and H. J. Lewandowski

TL;DR
This paper reports the first experimental observation of a non-damping monopole mode in a 3D isotropic harmonic trap, confirming a special case predicted by Boltzmann's kinetic theory that had not been observed before.
Contribution
The study demonstrates the realization of near-spherical harmonic confinement for ultracold atoms, enabling observation of Boltzmann's predicted non-damping monopole mode in three dimensions.
Findings
Observation of a monopole mode with vanishing collisional damping.
Confirmation of Boltzmann's prediction for a special non-equilibrium state.
Advancement in ultracold atom trapping techniques.
Abstract
Well before the atomistic nature of matter was experimentally established, Ludwig Boltzmann's audacious effort to explain the macroscopic world of human experience in terms of the workings of an unseen microscopic world met with vigorous opposition. A contentious point was the problem of irreversibility: the microscopic equations of motion are reversible, yet friction and viscosity cause things always to slow down and warm up, never to speed up and cool down. What was worse, Boltzmann himself discovered that his transport equation predicts special cases in which gases never come to thermal equilibrium, a particular example being that the monopole "breathe" mode of gas will never damp if it is confined in 3D to a perfectly isotropic harmonic potential. Such absences of damping were not observed in nature. Nondamping of a monopole mode in lower dimensional systems has only very recently…
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