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ID: 401314.0, Fritz-Haber-Institut / Molecular Physics
Operation of a Stark decelerator with optimum acceptance
Authors:Scharfenberg, Ludwig; Haak, Henrik; Meijer, Gerard; Meerakker, Sebastiaan Y. T. van de
Language:English
Date of Publication (YYYY-MM-DD):2009-02-06
Title of Journal:Physical Review A
Journal Abbrev.:Phys. Rev. A
Volume:79
Issue / Number:2
Start Page:023410-1
End Page:023410-11
Copyright:©2009 The American Physical Society
Review Status:Peer-review
Audience:Experts Only
Abstract / Description:With a Stark decelerator, beams of neutral polar molecules can be accelerated, guided at a constant velocity, or decelerated. The effectiveness of this process is determined by the six-dimensional (6D) volume in phase space from which molecules are accepted by the Stark decelerator. Couplings between the longitudinal and transverse motion of the molecules in the decelerator can reduce this acceptance. These couplings are nearly absent when the decelerator operates such that only every third electric-field stage is used for deceleration, while extra transverse focusing is provided by the intermediate stages. For many applications, the acceptance of a Stark decelerator in this so-called s=3 mode significantly exceeds that of a decelerator in the conventionally used (s=1) mode. This has been experimentally verified by passing a beam of OH radicals through a 2.6-m-long Stark decelerator. The experiments are in quantitative agreement with the results of trajectory calculations, and can qualitatively be explained with a simple model for the 6D acceptance. These results imply that the 6D acceptance of a Stark decelerator in the s=3 mode of operation approaches the optimum value, i.e., the value that is obtained when any couplings are neglected.
Free Keywords:free radicals, molecular beams, oxygen compounds, Stark effect
External Publication Status:published
Document Type:Article
Communicated by:Gerard Meijer
Affiliations:Fritz-Haber-Institut/Molecular Physics
Identifiers:URL:http://link.aps.org/doi/10.1103/PhysRevA.79.023410
DOI:10.1103/PhysRevA.79.023410
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