The (P,n) Reaction and the Nucleon-Nucleon Force 1980
DOI: 10.1007/978-1-4684-8860-9_2
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Properties and Applications of Effective Interactions Derived from Free Nucleon-Nucleon Forces

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Cited by 9 publications
(4 citation statements)
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“…As can be seen there is a notable deviation from the spectrum shape of an allowed transition with the same Q value. In this case there is also some dependence of the β spectrum shape on the value of g A , and in other key transitions this could be the case as well, as suggested by the decomposition (88). The effects stemming from the uncertainty in the values of g A and the axial charge (see Sec.…”
Section: The Reactor-antineutrino Anomalymentioning
confidence: 69%
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“…As can be seen there is a notable deviation from the spectrum shape of an allowed transition with the same Q value. In this case there is also some dependence of the β spectrum shape on the value of g A , and in other key transitions this could be the case as well, as suggested by the decomposition (88). The effects stemming from the uncertainty in the values of g A and the axial charge (see Sec.…”
Section: The Reactor-antineutrino Anomalymentioning
confidence: 69%
“…The isospin interaction V τ becomes small as the incident energy E increases, and the isospin-spin interaction V τ σ stays rather constant as a function of the projectile energy. Then interaction V τ σ is of the same order of magnitude as V τ at E/A ≈ 30 MeV, while the V τ σ interaction is a factor 3 − 4 larger than V τ at the medium energy E/A ≈ 140 − 180 MeV [88]. This feature is explained in terms of the π and ρ meson-exchange potentials and the second-order effects of tensor force [87].…”
Section: Neutrino Responses By Charge-exchange Nuclear Reactions (Cers)mentioning
confidence: 83%
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“…However, M3Y is density independent. In some cases M3Y cannot provide satisfactory description of experimental data of nucleon-nucleus scattering in the low incident energy region [8]. Recently, Halderson constructed a target-dependent effective NN interaction for the low incident energy region [9] by solving the Bethe-Goldstone equation.…”
Section: Introductionmentioning
confidence: 99%