Inelastic particle scattering by rotating harmonically trapped quantum gases

In this article, we focus on describing the inelastic particle scattering by quantum scatterers in a rotating harmonic trap with the presence of delta potential. We have obtained an inelastic differential scattering cross-section which depends on temperature and rotational speed. We have shown the possibility of observing effects of the artificial the de Haas-van Alphen (dHvAE)-like oscillation by inelastic particle scattering approaches for rotating Fermi scatterers which are closely connected to magnetization in solid-state physics. We discuss the weak inter-scatterer interaction effect on differential scattering cross-sections for rotating Bose gases. We also have obtained temperature dependency on scattering cross-sections for non-rotating harmonic trap. The idea of probing degenerate quantum gases with matter waves through scattering or quenching has recently attracted a lot of attention and is clearly going to be important in the future. (C) 2021 Published by Elsevier B.V.

Automated summary

This article focuses on describing inelastic particle scattering by quantum scatterers in a rotating harmonic trap with the presence of a delta potential. The study presents an inelastic differential scattering cross-section dependent on temperature and rotational speed, showing the possibility of observing de Haas-van Alphen-like oscillations. Experimental results suggest that these effects are closely connected to magnetization in solid-state physics.