Cavity cooling of atoms: within and without a cavity
Cavity cooling of atoms: within and without a cavity
We compare the efficiencies of two optical cooling schemes, where a single particle is either inside or outside an optical cavity, under experimentally-realisable conditions. We evaluate the cooling forces using the general solution of a transfer matrix method for a moving scatterer inside a general one-dimensional system composed of immobile optical elements. Assuming the same atomic saturation parameter, we find that the two cooling schemes provide cooling forces and equilibrium temperatures of comparable magnitude.
273-278
Xuereb, A.
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Domokos, P.
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Horak, P.
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Freegarde, T.
01a5f53b-d406-44fb-a166-d8da9128ea7d
November 2011
Xuereb, A.
2c719b8f-f002-4e1e-b757-250795ff9069
Domokos, P.
a7e41e28-548c-49fc-901d-dad2fc17db36
Horak, P.
520489b5-ccc7-4d29-bb30-c1e36436ea03
Freegarde, T.
01a5f53b-d406-44fb-a166-d8da9128ea7d
Xuereb, A., Domokos, P., Horak, P. and Freegarde, T.
(2011)
Cavity cooling of atoms: within and without a cavity.
[in special issue: Topical Issue on Cold Quantum Matter Edited by G. Birkl, C.J. Foot, T. Freegarde, R. Grimm, J.M. Hutson and M. Weidenmülle]
The European Physical Journal D, 65 (1-2), .
(doi:10.1140/epjd/e2011-20026-3).
Abstract
We compare the efficiencies of two optical cooling schemes, where a single particle is either inside or outside an optical cavity, under experimentally-realisable conditions. We evaluate the cooling forces using the general solution of a transfer matrix method for a moving scatterer inside a general one-dimensional system composed of immobile optical elements. Assuming the same atomic saturation parameter, we find that the two cooling schemes provide cooling forces and equilibrium temperatures of comparable magnitude.
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e-pub ahead of print date: 17 May 2011
Published date: November 2011
Organisations:
Optoelectronics Research Centre
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Local EPrints ID: 205581
URI: http://eprints.soton.ac.uk/id/eprint/205581
ISSN: 1434-6060
PURE UUID: 963dd4a9-1e41-42fe-ac9a-ff7479b57ef2
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Date deposited: 12 Dec 2011 15:24
Last modified: 15 Mar 2024 03:17
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Author:
A. Xuereb
Author:
P. Domokos
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