2015
DOI: 10.1103/physrevc.91.034610
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Test of statistical model cross section calculations forα-induced reactions onAg107at energies of astrophysical interest

Abstract: Background: Astrophysical reaction rates, which are mostly derived from theoretical cross sections, are necessary input to nuclear reaction network simulations for studying the origin of p nuclei. Past experiments have found a considerable difference between theoretical and experimental cross sections in some cases, especially for (α,γ) reactions at low energy. Therefore, it is important to experimentally test theoretical cross section predictions at low, astrophysically relevant energies.Purpose: The aim is t… Show more

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Cited by 19 publications
(16 citation statements)
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“…Contrary to the use of γ-ray strength functions established by a renormalization carried out in order to achieve agreement with the (α, γ) data (e.g., Ref. [2]), we rely on the measured data of radiative strength function (RSF) and average s-wave radiation widths Γ γ [35] (Table I).…”
Section: γ-Ray Strength Functionsmentioning
confidence: 99%
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“…Contrary to the use of γ-ray strength functions established by a renormalization carried out in order to achieve agreement with the (α, γ) data (e.g., Ref. [2]), we rely on the measured data of radiative strength function (RSF) and average s-wave radiation widths Γ γ [35] (Table I).…”
Section: γ-Ray Strength Functionsmentioning
confidence: 99%
“…Recent high-precision measurements [1][2][3][4][5][6] of α-particle induced reaction data below the Coulomb barrier (B) provide an useful opportunity to investigate the results of a previous optical-model potential (OMP) for α-particles on nuclei within the mass number range 45≤A≤209 [7]. Actually, this potential was established by (1) analysis of α-particle elastic-scattering angular distributions above B [7,8], and (2) Hauser-Feshbach statistical model (SM) assessment of the available (α, γ), (α, n) and (α, p) reaction cross sections for incident energies below B and target nuclei either with A≤120 [9] or heavier [7,10]. Thus, starting from a semi-microscopic OMP with a doublefolding model (DFM) real part and a phenomenological energy-dependent imaginary-potential dispersive contribution [8,9], a full phenomenological analysis of the same data led to a spherical OMP to be easily involved within SM calculations for basic and applied objectives.…”
Section: Introductionmentioning
confidence: 99%
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