Inspiration from machine learning on example of optimization of the Bose-Einstein condensate of thulium atoms in a 1064-nm trap

Fuente: arXiv
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Auteurs principaux: Kumpilov, D. A., Pershin, D. A., Cojocaru, I. S., Khlebnikov, V. A., Pyrkh, I. A., Rudnev, A. E., Fedotova, E. A., Khoruzhii, K. A., Aksentsev, P. A., Gaifutdinov, D. V., Zykova, A. K., Tsyganok, V. V., Akimov, A. V.
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Publié: 2023
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author Kumpilov, D. A.
Pershin, D. A.
Cojocaru, I. S.
Khlebnikov, V. A.
Pyrkh, I. A.
Rudnev, A. E.
Fedotova, E. A.
Khoruzhii, K. A.
Aksentsev, P. A.
Gaifutdinov, D. V.
Zykova, A. K.
Tsyganok, V. V.
Akimov, A. V.
author_facet Kumpilov, D. A.
Pershin, D. A.
Cojocaru, I. S.
Khlebnikov, V. A.
Pyrkh, I. A.
Rudnev, A. E.
Fedotova, E. A.
Khoruzhii, K. A.
Aksentsev, P. A.
Gaifutdinov, D. V.
Zykova, A. K.
Tsyganok, V. V.
Akimov, A. V.
contents The number of atoms in Bose-Einstein condensate determines the scale of experiments that can be performed, making it crucial for quantum simulations. Optimization of the number of atoms in the condensate is a complex problem which could be efficiently solved using machine learning technique. Nevertheless, this approach usually does not give any insight in the underlying physics. Here we demonstrate possibility to learn physics from the machine learning on an example of condensation of thulium atoms at a 1064-nm dipole trap. Optimization of the number of condensed atoms revealed a saturation, which was explained as limitation imposed by a 3-body recombination process. This limitation was successfully overcome by leveraging Fano-Feshbach resonances.
format Preprint
id arxiv_https___arxiv_org_abs_2311_06795
institution arXiv
publishDate 2023
record_format arxiv
spellingShingle Inspiration from machine learning on example of optimization of the Bose-Einstein condensate of thulium atoms in a 1064-nm trap
Kumpilov, D. A.
Pershin, D. A.
Cojocaru, I. S.
Khlebnikov, V. A.
Pyrkh, I. A.
Rudnev, A. E.
Fedotova, E. A.
Khoruzhii, K. A.
Aksentsev, P. A.
Gaifutdinov, D. V.
Zykova, A. K.
Tsyganok, V. V.
Akimov, A. V.
Quantum Physics
The number of atoms in Bose-Einstein condensate determines the scale of experiments that can be performed, making it crucial for quantum simulations. Optimization of the number of atoms in the condensate is a complex problem which could be efficiently solved using machine learning technique. Nevertheless, this approach usually does not give any insight in the underlying physics. Here we demonstrate possibility to learn physics from the machine learning on an example of condensation of thulium atoms at a 1064-nm dipole trap. Optimization of the number of condensed atoms revealed a saturation, which was explained as limitation imposed by a 3-body recombination process. This limitation was successfully overcome by leveraging Fano-Feshbach resonances.
title Inspiration from machine learning on example of optimization of the Bose-Einstein condensate of thulium atoms in a 1064-nm trap
topic Quantum Physics
url https://arxiv.org/abs/2311.06795