Vecksler-Macmillan phase stability for neutral atoms accelerated by a laser beam
Vecksler-Macmillan phase stability for neutral atoms accelerated by a laser beam
We use a Fokker–Planck equation to study the phenomenon of accelerating a neutral atom bunch by a chirped optical beam. This method enables us to obtain a semi-analytical solution to the problem in which a wide range of parameters can be studied. In addition it provides a simple physical interpretation where the problem is reduced to an analogous problem of charged particles accelerators, that is, the Vecksler–Macmillan principle of phase stability. A possible experimental scenario is suggested, which uses a photonic crystal fiber as the guiding medium.
143-150
Mel'nikov, I.V.
20b72a8b-bade-40be-a17b-d8065f872784
Haus, J.W.
2e45b837-3169-44ec-99d1-f8f8ce485f02
Kazansky, P.G.
a5d123ec-8ea8-408c-8963-4a6d921fd76c
2003
Mel'nikov, I.V.
20b72a8b-bade-40be-a17b-d8065f872784
Haus, J.W.
2e45b837-3169-44ec-99d1-f8f8ce485f02
Kazansky, P.G.
a5d123ec-8ea8-408c-8963-4a6d921fd76c
Mel'nikov, I.V., Haus, J.W. and Kazansky, P.G.
(2003)
Vecksler-Macmillan phase stability for neutral atoms accelerated by a laser beam.
Optics Communications, 220 (1-3), .
(doi:10.1016/S0030-4018(03)01306-3).
Abstract
We use a Fokker–Planck equation to study the phenomenon of accelerating a neutral atom bunch by a chirped optical beam. This method enables us to obtain a semi-analytical solution to the problem in which a wide range of parameters can be studied. In addition it provides a simple physical interpretation where the problem is reduced to an analogous problem of charged particles accelerators, that is, the Vecksler–Macmillan principle of phase stability. A possible experimental scenario is suggested, which uses a photonic crystal fiber as the guiding medium.
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Published date: 2003
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Local EPrints ID: 13823
URI: http://eprints.soton.ac.uk/id/eprint/13823
ISSN: 0030-4018
PURE UUID: bdd1c575-2cd7-4d07-886c-3e3b6e7bc9bf
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Date deposited: 22 Dec 2004
Last modified: 15 Mar 2024 05:13
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Author:
I.V. Mel'nikov
Author:
J.W. Haus
Author:
P.G. Kazansky
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