2014
DOI: 10.1103/physrevc.89.024605
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Adiabatic model of(d,p)reactions with explicitly energy-dependent nonlocal potentials

Abstract: We have developed an approximate way of dealing with explicit energy dependence of nonlocal nucleon optical potentials as used to predict the (d,p) cross sections within the adiabatic theory. Within this approximation, the nonlocal optical potentials have to be evaluated at an energy shifted from half the incident deuteron energy by the n-p kinetic energy averaged over the range of the n-p interaction and then treated as an energy-independent nonlocal potential. Thus, the evaluation of the distorting potential… Show more

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Cited by 27 publications
(90 citation statements)
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“…In summary, the analysis of this section indicates that the T = 1 2 p-8 Li elastic phase shifts are strongly influenced by the coupling to 9 Be eigenstates. For the 6 S 5 2 + partial wave the observed enhancement of the lowlying p-8 Li resonance is an effect of the coupling with the d− 7 Li decay channel, and can be described well within the coupled NCSM/RGM calculation of Fig.…”
Section: B Elastic P− 8 LI Scattering Phase Shiftsmentioning
confidence: 99%
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“…In summary, the analysis of this section indicates that the T = 1 2 p-8 Li elastic phase shifts are strongly influenced by the coupling to 9 Be eigenstates. For the 6 S 5 2 + partial wave the observed enhancement of the lowlying p-8 Li resonance is an effect of the coupling with the d− 7 Li decay channel, and can be described well within the coupled NCSM/RGM calculation of Fig.…”
Section: B Elastic P− 8 LI Scattering Phase Shiftsmentioning
confidence: 99%
“…Excitations of the target nucleus have been directly or indirectly accounted for in the CDCC [8] approach, adiabatic threebody models [9] and, recently, in the distorted-wave Born approximation model [10]. Important core excitations effects have also been found in Faddeev-type calculations for nuclear reactions [11].…”
Section: Introductionmentioning
confidence: 99%
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