1993
DOI: 10.1086/173119
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Reaction rates of the s-process neutron sources Ne-22(alpha, n)Mg-25 and C-13(alpha, n)O-16

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Cited by 171 publications
(263 citation statements)
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“…During TPs the star expands and cools and the H-burning shell is inactive. While He burning proceeds from the convective to the radiative regime, and eventually switches 1967; Davids 1968;Bair & Haas 1973;Kellogg et al 1989;Drotleff et al 1993;Brune et al 1993;Harissopulos et al 2005;Heil et al 2008). These measurements have been performed at energies down to 270 keV, whereas the Gamow window is at 190 ± 40 keV, corresponding to a temperature of 100 MK.…”
Section: Introductionmentioning
confidence: 99%
“…During TPs the star expands and cools and the H-burning shell is inactive. While He burning proceeds from the convective to the radiative regime, and eventually switches 1967; Davids 1968;Bair & Haas 1973;Kellogg et al 1989;Drotleff et al 1993;Brune et al 1993;Harissopulos et al 2005;Heil et al 2008). These measurements have been performed at energies down to 270 keV, whereas the Gamow window is at 190 ± 40 keV, corresponding to a temperature of 100 MK.…”
Section: Introductionmentioning
confidence: 99%
“…In the THM approach, the astrophysical factor of the 13 C(α, n) 16 O reaction is obtained by extracting the quasi-free (QF) contribution to the 13 C( 6 Li, n 16 O) 2 H process. In QF kinematics, 6 Li, characterized by a prominent α ⊕ d cluster structure, is used to transfer the participant cluster α and feed the excited states of 17 O, while the other constituent cluster d is emitted without interacting with 17 O, thus behaving as a spectator to the 13 C(α, n) 16 O sub-process. The 13 C( 6 Li, n 16 O) 2 H reaction was measured at he Florida State University Tandem-LINAC facility, which delivered a E b = 7.82 MeV, 1 mm spot 6 Li beam impinging onto 99% 13 C enriched foils, whose thicknesses were 53 μg/cm 2 and 107 μg/cm 2 .…”
Section: Indirect Measurement Through the Trojan Horse Methodsmentioning
confidence: 99%
“…Furthermore, at such low energies atomic electrons shield nuclear charges determining an enhancement of the S(E)- 2.7 microscopic cluster approach [10] 5.3 microscopic cluster approach [11] 6.3 R-matrix [12] 1.2 ANC [13] 3.4 Spectroscopic factor [14] 2.5 Spectroscopic factor factor right at astrophysical energies [5]. Electron screening determines an exponential increase of S(E) as large as 20% at the lowest energy measured [6]. Indirect measurements deduced the spectroscopic factor or the asymptotic normalization coefficient (ANC) [7] of the 6.356 MeV level, as these parameters fix the resonance top value, allowing for the calculation of the S(E)-factor beyond the energy region explored by means of direct measurements.…”
Section: Introductionmentioning
confidence: 99%
“…Furthermore, at such low energies atomic electrons shield nuclear charges resulting in an enhancement of the S (E)-factor right at astrophysical energies [8]. Since electron screening modifies the low-energy trend of S (E) by a factor of less than 1.2 below 300 keV [11], systematic errors might be introduced by the extrapolation procedure if electron screening is not properly accounted for. In fact, the experimentally observed electron screening enhancement of the cross section turns out to be systematically larger than what present-day atomic models predict [10].…”
Section: Introductionmentioning
confidence: 99%