Complete population inversion of Bose particles by an adiabatic cycle

We show that an adiabatic cycle excites Bose particles confined in a one-dimensional box. During the adiabatic cycle, a wall described by a δ -shaped potential is applied and its strength and position are slowly varied. When the system is initially prepared in the ground state, namely, in the zero-t...

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Main Authors: Atushi Tanaka, Taksu Cheon
Format: Article
Language:English
Published: IOP Publishing 2016-01-01
Series:New Journal of Physics
Subjects:
Online Access:https://doi.org/10.1088/1367-2630/18/4/045023
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author Atushi Tanaka
Taksu Cheon
author_facet Atushi Tanaka
Taksu Cheon
author_sort Atushi Tanaka
collection DOAJ
description We show that an adiabatic cycle excites Bose particles confined in a one-dimensional box. During the adiabatic cycle, a wall described by a δ -shaped potential is applied and its strength and position are slowly varied. When the system is initially prepared in the ground state, namely, in the zero-temperature equilibrium state, the adiabatic cycle brings all Bosons into the first excited one-particle state, leaving the system in a nonequilibrium state. The absorbed energy during the cycle is proportional to the number of Bosons.
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spelling doaj.art-ac592565a30143558e8ad39c0cb1d6bf2023-08-08T14:31:59ZengIOP PublishingNew Journal of Physics1367-26302016-01-0118404502310.1088/1367-2630/18/4/045023Complete population inversion of Bose particles by an adiabatic cycleAtushi Tanaka0Taksu Cheon1Department of Physics, Tokyo Metropolitan University , Hachioji, Tokyo 192-0397, JapanLaboratory of Physics, Kochi University of Technology , Tosa Yamada, Kochi 782-8502, JapanWe show that an adiabatic cycle excites Bose particles confined in a one-dimensional box. During the adiabatic cycle, a wall described by a δ -shaped potential is applied and its strength and position are slowly varied. When the system is initially prepared in the ground state, namely, in the zero-temperature equilibrium state, the adiabatic cycle brings all Bosons into the first excited one-particle state, leaving the system in a nonequilibrium state. The absorbed energy during the cycle is proportional to the number of Bosons.https://doi.org/10.1088/1367-2630/18/4/045023quantum mechanicsquantum holonomyultracold gases0365-w0365Vf6785-d
spellingShingle Atushi Tanaka
Taksu Cheon
Complete population inversion of Bose particles by an adiabatic cycle
New Journal of Physics
quantum mechanics
quantum holonomy
ultracold gases
0365-w
0365Vf
6785-d
title Complete population inversion of Bose particles by an adiabatic cycle
title_full Complete population inversion of Bose particles by an adiabatic cycle
title_fullStr Complete population inversion of Bose particles by an adiabatic cycle
title_full_unstemmed Complete population inversion of Bose particles by an adiabatic cycle
title_short Complete population inversion of Bose particles by an adiabatic cycle
title_sort complete population inversion of bose particles by an adiabatic cycle
topic quantum mechanics
quantum holonomy
ultracold gases
0365-w
0365Vf
6785-d
url https://doi.org/10.1088/1367-2630/18/4/045023
work_keys_str_mv AT atushitanaka completepopulationinversionofboseparticlesbyanadiabaticcycle
AT taksucheon completepopulationinversionofboseparticlesbyanadiabaticcycle