Journal article
Efficient solution of three-body quantum collision problems: Application to the Temkin-Poet model
Physical Review A - Atomic, Molecular, and Optical Physics, Vol.66(3), pp.327171-327176
2002
Abstract
The solution for the three-body quantum oscillation problems were developed using a variable-spacing finite-difference algorithm. This method was applied to the Temkin-Poet electron-hydrogen model collision problem. The calculation were performed for electrons colliding with hydrogen atoms in the Temkin-Poet model for the impact energies ranging from 17.6 to 150 eV.
Details
- Title
- Efficient solution of three-body quantum collision problems: Application to the Temkin-Poet model
- Authors/Creators
- S. Jones (Author/Creator) - Murdoch UniversityA.T. Stelbovics (Author/Creator) - Murdoch University
- Publication Details
- Physical Review A - Atomic, Molecular, and Optical Physics, Vol.66(3), pp.327171-327176
- Publisher
- The American Physical Society
- Identifiers
- 991005540073807891
- Copyright
- © 2002 American Physical Society
- Murdoch Affiliation
- Centre for Atomic, Molecular and Surface Physics
- Language
- English
- Resource Type
- Journal article
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- 2 Chemistry
- 2.15 Physical Chemistry
- 2.15.664 Dissociative Electron Attachment
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- Optics
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