Atomic density and temperature distributions in magneto-optical traps

A S Arnold, P J Manson

Research output: Contribution to journalArticle

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137 Downloads (Pure)

Abstract

A theoretical investigation into density, pressure, and temperature distributions in magneto-optical traps is presented. After a brief overview of the forces that arise from reradiation and absorption, a condition that the absorptive force be conservative is used to show that, if the temperature is uniform throughout the trap, any. density solutions to the force equations will not be physical. Further, consistent density solutions are unlikely to exist at all. In contrast, with a varying temperature reasonable solutions are demonstrated, with some restrictions. Doppler forces involved in ring-shaped trap structures are used to calculate orbit radii in racetrack geometry traps, and corrections to the present discrepancy between theoretical and experimental studies are discussed in the context of reradiation and diffusion. 

Original languageEnglish
Pages (from-to)497-506
Number of pages10
JournalJournal of the Optical Society of America B
Volume17
Issue number4
DOIs
Publication statusPublished - Apr 2000

Fingerprint

density distribution
temperature distribution
traps
pressure distribution
constrictions
orbits
radii
temperature
rings
geometry

Keywords

  • doppler limit
  • spatial distribution
  • radiation pressure
  • neutral atoms
  • sodium atoms
  • cold atoms
  • vapor-cell
  • molasses

Cite this

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}

Atomic density and temperature distributions in magneto-optical traps. / Arnold, A S ; Manson, P J .

In: Journal of the Optical Society of America B, Vol. 17, No. 4, 04.2000, p. 497-506.

Research output: Contribution to journalArticle

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AU - Arnold, A S

AU - Manson, P J

PY - 2000/4

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AB - A theoretical investigation into density, pressure, and temperature distributions in magneto-optical traps is presented. After a brief overview of the forces that arise from reradiation and absorption, a condition that the absorptive force be conservative is used to show that, if the temperature is uniform throughout the trap, any. density solutions to the force equations will not be physical. Further, consistent density solutions are unlikely to exist at all. In contrast, with a varying temperature reasonable solutions are demonstrated, with some restrictions. Doppler forces involved in ring-shaped trap structures are used to calculate orbit radii in racetrack geometry traps, and corrections to the present discrepancy between theoretical and experimental studies are discussed in the context of reradiation and diffusion. 

KW - doppler limit

KW - spatial distribution

KW - radiation pressure

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KW - sodium atoms

KW - cold atoms

KW - vapor-cell

KW - molasses

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