Path-integral treatment of charged Bose polarons
Laurent H. A. Simons, Michiel Wouters, Jacques Tempere

TL;DR
This paper develops a path-integral method to analyze charged Bose polarons, calculating their ground state energy and optical properties, and explores the effects of beyond-Fr"ohlich interactions, temperature, and external fields.
Contribution
It introduces a generalized Feynman path-integral approach for charged Bose polarons, including beyond-Fr"oh"ohlich corrections and experimental probing methods.
Findings
Accurate ground state energy calculations within the Bogoliubov approximation.
Identification of a divergence indicating a polaron transition due to beyond-Fr"oh"ohlich effects.
Proposal of an external electric field as an experimental probe for charged polarons.
Abstract
The system of a charged impurity in an interacting Bose gas has gained significant attention due to the long-range ion-atom interactions and the study of transport properties. Here, the ground state energy of a charged Bose polaron is calculated within the Bogoliubov approximation for both the Fr\"ohlich and beyond-Fr\"ohlich Hamiltonians using a generalized Feynman variational path-integral approach, which obtained accurate results for other polaron problems. The generalized approach, which was used to improve the energy result for the neutral polaron, has resulted in a minor improvement, indicating that Feynman's approach is sufficient when the impurity-boson interaction is long-range. Beyond-Fr\"ohlich corrections results in the emergence of a divergence in the polaronic energy indicating a transition between the repulsive and attractive polaron regime. The path-integral approach…
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Taxonomy
TopicsElectrostatics and Colloid Interactions · Cold Atom Physics and Bose-Einstein Condensates · Advanced Physical and Chemical Molecular Interactions
