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Comprehensive Laboratory Measurements Resolving the LMM Dielectronic Recombination Satellite Lines in Ne-like Fe XVII IonsWe investigated experimentally and theoretically dielectronic recombination (DR) populating doubly excited configurations 3l3l¢ (LMM) in Fe XVII, the strongest channel for soft X-ray line formation in this ubiquitous species. We used two different electron beam ion traps and two complementary measurement schemes for preparing the Fe XVII samples and evaluating their purity, observing negligible contamination effects. This allowed us to diagnose the electron density in both EBITs. We compared our experimental resonant energies and strengths with those of previous independent work at a storage ring as well as those of configuration interaction, multiconfiguration Dirac–Fock calculations, and many-body perturbation theory. This last approach showed outstanding predictive power in the comparison with the combined independent experimental results. From these we also inferred DR rate coefficients, unveiling discrepancies from those compiled in the OPEN-ADAS and AtomDB databases.
Document ID
20210017049
Acquisition Source
Goddard Space Flight Center
Document Type
Reprint (Version printed in journal)
Authors
Filipe Grilo ORCID
(Universidade Nova de Lisboa Lisbon, Lisboa, Portugal)
Chintan Shah ORCID
(Max Planck Institute for Nuclear Physics Heidelberg, Germany)
Steffen Kuhn ORCID
(Max Planck Institute for Nuclear Physics Heidelberg, Germany)
Rene Steinbrugge ORCID
(Deutsches Elektronen-Sychrotron)
Keisuke Fujii ORCID
(Kyoto University Kyoto, Japan)
Jose Marques ORCID
(Universidade Nova de Lisboa Lisbon, Lisboa, Portugal)
Ming Feng Gu ORCID
(University of California, Berkeley Berkeley, California, United States)
Jose Paulo Santos ORCID
(Universidade Nova de Lisboa Lisbon, Lisboa, Portugal)
Jose R Crespo Lopez-Urrutia ORCID
(Max Planck Institute for Nuclear Physics Heidelberg, Germany)
Pedro Amaro ORCID
(Universidade Nova de Lisboa Lisbon, Lisboa, Portugal)
Date Acquired
June 7, 2021
Publication Date
June 4, 2021
Publication Information
Publication: Astrophysical Journal
Publisher: AAS
Volume: 913
Issue: 2
Issue Publication Date: June 1, 2021
ISSN: 0004-637X
e-ISSN: 1538-4357
Subject Category
Numerical Analysis
Funding Number(s)
CONTRACT_GRANT: NNH15CO48B
Distribution Limits
Public
Copyright
Use by or on behalf of the US Gov. Permitted.
Technical Review
External Peer Committee
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