Конденсация бозонов Хаббарда при учете кинематического взаимодействия из дальних координационных сфер

For the case of a strong one-site boson repulsion the temperature of the Bose-condensation have been calculated when boson hopping take into account for three co-ordinating spheres. In the solution the task an indefinite metric method was applied to provide an exact bose-analog of the Hamil- tonian, written in the atomic representation. Through an unitary transformation the transition to a Hamiltonian with the break down global U(1) symmetry in the phase with condensate was realized. As this takes place the spectrum of excitations for small values of the quasimomentum has characteristics corresponding to the superfluid phase

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Publication Details

Journal
SibFU Digital Repository (Siberian Federal University)
Published
2026-06-24
Primary Topic
Cold Atom Physics and Bose-Einstein Condensates
Type
article
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article

Конденсация бозонов Хаббарда при учете кинематического взаимодействия из дальних координационных сфер

Валерий В. Вальков
SibFU Digital Repository (Siberian Federal University)
Cold Atom Physics and Bose-Einstein Condensates
article

Конденсация бозонов Хаббарда при учете кинематического взаимодействия из дальних координационных сфер

Валерий В. Вальков
article en

Abstract

For the case of a strong one-site boson repulsion the temperature of the Bose-condensation have been calculated when boson hopping take into account for three co-ordinating spheres. In the solution the task an indefinite metric method was applied to provide an exact bose-analog of the Hamil- tonian, written in the atomic representation. Through an unitary transformation the transition to a Hamiltonian with the break down global U(1) symmetry in the phase with condensate was realized. As this takes place the spectrum of excitations for small values of the quasimomentum has characteristics corresponding to the superfluid phase

SibFU Digital Repository (Siberian Federal University)
Openalex Percentile: Top 6%
Cold Atom Physics and Bose-Einstein Condensates
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