Efimov-driven phase transitions of the unitary Bose gas
Swann Piatecki, Werner Krauth

TL;DR
This paper reveals that the unitary Bose gas undergoes a first-order phase transition to a superfluid Efimov liquid, characterized by a complex phase diagram with a triple point and critical line, using Path-Integral Monte Carlo simulations.
Contribution
It demonstrates, through simulations and theoretical analysis, the existence of a universal phase diagram for the unitary Bose gas including a superfluid Efimov liquid phase.
Findings
First-order phase transition identified
Universal phase diagram established
Presence of a triple point and critical line
Abstract
In quantum physics, Efimov trimers are bound states of three particles that fall apart like Borromean rings when one of them is removed. Initially predicted in nuclear physics, these striking bosonic states are hard to observe, but the "unitary" interactions at which they form is commonly realized in current cold atoms experiments. There, they set the stage for a new class of universal physics: Two-body interactions are all but invisible, but three-body effects allow the emergence of a largely uncharted new world of many-particle bound states. Three-particle systems were characterized theoretically, and the ground-state properties of small unitary clusters computed numerically, but the macroscopic many-body behaviour has remained unknown. Here we show, using a Path-Integral Monte Carlo algorithm backed up by theoretical arguments, that the unitary Bose gas presents a first-order phase…
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