Quantum distillation and confinement of vacancies in a doublon sea

TL;DR

This study investigates the non-equilibrium dynamics of ultracold 1D Bose gases in an optical lattice, revealing quantum distillation and confinement phenomena of vacancies within a doublon sea, with implications for thermalization and entanglement.

Contribution

It demonstrates the observation of vacancy distillation and confinement in a 1D Bose gas system, supported by a Gutzwiller mean-field model, advancing understanding of quantum many-body dynamics.

Findings

Vacancies quantum distill out of doublon centers.

Some singlons remain confined while others escape.

The Gutzwiller model captures experimental dynamics.

Abstract

Ultracold atomic gases have revolutionized the study of non-equilibrium dynamics in quantum many-body systems. Many counterintuitive non-equilibrium effects have been observed, such as suppressed thermalization in a one-dimensional (1D) gas, the formation of repulsive self-bound dimers, and identical behaviors for attractive and repulsive interactions. Here, we observe the expansion of a bundle of ultracold 1D Bose gases in a flat-bottomed optical lattice potential. By combining in situ measurements with photoassociation, we follow the spatial dynamics of singly, doubly, and triply occupied lattice sites. The system sheds interaction energy by dissolving some doublons and triplons. Some singlons quantum distill out of the doublon center, while others remain confined. Our Gutzwiller mean-field model captures these experimental features in a physically clear way. These experiments might be used to study thermalization in systems with particle losses or the evolution of quantum entanglement, or if applied to fermions, to prepare very low entropy states.