2016
DOI: 10.1016/j.nuclphysa.2016.01.015
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Measurement of flux-weighted average cross sections for 197 Au( γ , xn) reactions and isomeric yield ratios of 196m,g Au with bremsstrahlung

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Cited by 36 publications
(15 citation statements)
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“…The evaluated data for the photoneutron multiplicity sorting obtained agree well with the activation data. A further confirmation was the agreement found by making a detailed comparison [123] of the evaluated 197 Au (γ, 1n) and (γ, 2n) data with those obtained in activation measurements with bremsstrahlung [39].…”
Section: A Evaluation Of Experimental Datasupporting
confidence: 67%
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“…The evaluated data for the photoneutron multiplicity sorting obtained agree well with the activation data. A further confirmation was the agreement found by making a detailed comparison [123] of the evaluated 197 Au (γ, 1n) and (γ, 2n) data with those obtained in activation measurements with bremsstrahlung [39].…”
Section: A Evaluation Of Experimental Datasupporting
confidence: 67%
“…After irradiating a target by bremsstrahlung with various end-point energies, γ-ray counting was carried out for residual nuclei. The γ-lines unique to residual nuclei were clearly identified in the γ-ray spectra measured with an energy-and efficiency-calibrated high-purity germanium (HPGe) detector [37][38][39]. Photonuclear reaction cross sections were deduced from the γ-lines.…”
Section: Bremsstrahlung Activationmentioning
confidence: 99%
“…The evaluated data for the photo-neutron multiplicity sorting obtained agree well with the activation data. A further confirmation was the agreement found by making a detailed comparison [122] of the evaluated 197 Au (γ, 1n) and (γ, 2n) data with those obtained in activation measurements with bremsstrahlung [39].…”
Section: Cusupporting
confidence: 59%
“…As a result, the partial cross sections σ eval (γ, in) fluctuate although the total photo-neutron yield cross section σ exp (γ, xn) seems to be reasonable. This can be seen clearly by calculating the differences between the experimental and evaluated integrated cross sections σ int,exp and σ int,eval for the (γ, 1n) reaction, ∆σ 1 = σ int,eval (γ, 1n) − σ int,exp (γ, 1n) , (39) and for the (γ, 2n) reaction,…”
Section: Cumentioning
confidence: 93%
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