2009
DOI: 10.1103/physrevc.80.034611
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Parametrization of low-energy cross sections for nonresonant neutron capture

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Cited by 7 publications
(15 citation statements)
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“…The only other case where the (γ,n) Coulomb dissociation cross sections were compared with directly measured cross sections was the system 14 C(n,γ) 15 C which involved predominantly the capture of p-wave neutrons [9]. The anticipated deviation from the 1/v behavior at higher neutron energies was observed and could be fitted within the parameterization of Baye [50] and Wang et al [41]. The data also agree well with the results of the low-energy effective field theory calculations by Rupak and Higa [43].…”
Section: Discussionmentioning
confidence: 99%
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“…The only other case where the (γ,n) Coulomb dissociation cross sections were compared with directly measured cross sections was the system 14 C(n,γ) 15 C which involved predominantly the capture of p-wave neutrons [9]. The anticipated deviation from the 1/v behavior at higher neutron energies was observed and could be fitted within the parameterization of Baye [50] and Wang et al [41]. The data also agree well with the results of the low-energy effective field theory calculations by Rupak and Higa [43].…”
Section: Discussionmentioning
confidence: 99%
“…All models predict the observed deviation from the 1/v dependence of the cross section towards higher energies. The potential models for direct radiative capture by Nagai et al [16] and Wang et al [41] slightly overpredict the magnitude of the deviation. Huang et al described the radiative proton-and neutron-capture for all available data on light nuclei with a simplified twobody treatment of the capture process [42].…”
Section: Comparison To Theorymentioning
confidence: 99%
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“…Eqs. (45) are solved iteratively to determine the equivalent potential, the source term, and the mutally orthogonal radial wave functions w c (r). Starting point for solving these equations is provided by a set of radial channel wave functions {w c (r)} obtained by the diagonalization of GSM-CC equations (37) in the Bergen basis of channels.…”
Section: E Orthogonalization Of the Channel Statesmentioning
confidence: 99%