by Cosetta Baroni, Giacomo Gori, Maria Luisa Chiofalo, Andrea Trombettoni
Abstract:
We study the non-linear beam splitter in matter-wave interferometers using ultracold quantum gases in a double-well configuration in presence of non-local interactions inducing inter-well density-density coupling, as they can be realized, e.g., with dipolar gases. We explore this effect after considering different input states, in the form of either coherent, or Twin-Fock, or NOON states. We first review the non-interacting limit and the case in which only the local interaction is present, including the study of sensitivity near the self-trapping threshold. Then, we consider the two-mode model in the presence of inter-well interactions and consider the scaling of the sensitivity as a function of the non-local coupling strength. Our analysis clearly shows that non-local interactions can compensate the degradation of the sensitivity induced by local interactions, so that they may be used to restore optimal sensitivity.
Reference:
Effect of Inter-Well Interactions on Non-Linear Beam Splitters for Matter-Wave Interferometers,
Cosetta Baroni, Giacomo Gori, Maria Luisa Chiofalo, Andrea Trombettoni,
Condensed Matter, 5, 31, 2020.
Cosetta Baroni, Giacomo Gori, Maria Luisa Chiofalo, Andrea Trombettoni,
Condensed Matter, 5, 31, 2020.
Bibtex Entry:
@article{Baroni2020,
author = {Baroni, Cosetta and Gori, Giacomo and Chiofalo, Maria Luisa and Trombettoni, Andrea},
title = {Effect of Inter-Well Interactions on Non-Linear Beam Splitters for Matter-Wave Interferometers},
journal = {Condensed Matter},
year = {2020},
volume = {5},
number = {2},
pages = {31},
doi = {10.3390/condmat5020031},
url = {https://www.mdpi.com/2410-3896/5/2/31},
issn = {2410-3896},
abstract= {We study the non-linear beam splitter in matter-wave interferometers using ultracold quantum gases in a double-well configuration in presence of non-local interactions inducing inter-well density-density coupling, as they can be realized, e.g., with dipolar gases. We explore this effect after considering different input states, in the form of either coherent, or Twin-Fock, or NOON states. We first review the non-interacting limit and the case in which only the local interaction is present, including the study of sensitivity near the self-trapping threshold. Then, we consider the two-mode model in the presence of inter-well interactions and consider the scaling of the sensitivity as a function of the non-local coupling strength. Our analysis clearly shows that non-local interactions can compensate the degradation of the sensitivity induced by local interactions, so that they may be used to restore optimal sensitivity.}
}