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TALYS: Comprehensive Nuclear Reaction Modeling

AIP Conference Proceedings, 2005
TALYS is a nuclear‐reaction program which simulates nuclear reactions that involve neutrons, gamma‐rays, protons, deuterons, tritons, helions, and alpha‐particles, in the 1 keV – 200 MeV energy range. A suite of nuclear‐reaction models has been implemented into a single code system, enabling us to evaluate basically all nuclear reactions beyond the ...
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Resonance reactions and the nuclear shell model I

Annals of Physics, 1964
Abstract H. Feshbach's unified theory of nuclear reactions has been applied to the calculation of elastic neutron scattering from a N15 target. The target nucleus is considered to be adequately described as a p 1 2 hole configuration relative to the O16 core.
Lemmer, R. H., Shakin, C. M.
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Computational model for nuclear reaction studies: Quasiparticle dynamics

Physical Review C, 1988
A computation model for nuclear reaction studies which is based upon a momentum dependent interaction between quasiparticles is extended to include collisions between the nucleons. The model is first used to examine the time scales involved in fragment formation at intermediate energies, both as a function of bombarding energy and impact parameter. The
, Boal, , Glosli
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Renormalization for optical model and unified model of nuclear reactions

Physical Review C, 1993
A unified model of nuclear reactions taking account of both the compound and preequilibrium nuclear reactions is proposed in terms of a renormalization of the wave functions generated by the optical model potential. The cross sections of the nuclear reactions including preequilibrium processes are formulated, which are especially suited for ...
, Zisheng   +3 more
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Models of Nuclear Reactions

1990
The preceding chapter outlined some of the elements of quantum scattering theory. Almost nothing was said about the ways in which the physics of the nucleus influence the parameters which enter the formal theory, although some general features of nuclear reactions were discussed briefly in Chapter 2. We now intend to describe various physical models in
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On the optical model for nuclear reactions

Il Nuovo Cimento, 1958
The complex potential for neutrons in an infinite nuclear medium is computed in a perturbation calculation up to the second order, using for the nucleon-nucleon interaction a regular potential which fits the low energy two-body data. It is shown that it is possible to fit simultaneously the real and the imaginary part of the optical potential and the ...
L. Verlet, J. Gavoret
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Nuclear potentials model for heavy-ion reactions

New Astronomy, 2019
Abstract Here, we present a nuclear potential model for heavy- ion reactions consisting of four central, spin, iso-spin and Iτ terms. The potential model presented here, predicts more accurate values for the barrier height of 6Li+24Mg→30P* and 7Li+24Mg→31P* reactions compared to the other potential models such as Proximity potential (Prox.77 and Prox.
R. Fereidonnejad, H. Sadeghi
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Unitary Models of Nuclear Resonance Reactions

Physical Review, 1967
While most reaction theories are formally flux conserving, the kinds of models and approximations used to specify the $S$ matrix for resonance reaction processes are often of doubtful unitarity, particularly in the overlapping resonance region. To investigate the consequences of unitarity in this domain, several classes of simple analytically specified
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Three-body model for stripping nuclear reactions

International Journal of Theoretical Physics, 1984
A three-body model for the deuteron stripping nuclear reactions is presented. A set of three integral equations is obtained for the wave functions of the three-body problem by introducing a decomposition into angular momentum states into the Lippmann-Schwinger equation. Simple two-particle interactions with separable potentials are used.
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Hybrid Model for Pre-Equilibrium Decay in Nuclear Reactions

Physical Review Letters, 1971
Ideas from Griffin's exciton model are combined with those from the nucleon-nucleon scattering approach to nuclear transition times to provide a simple closed-form expression for predicting pre-equilibrium decay phenomena, including variation of pre-equilibrium emission with target mass, excitation energy, and initial particle and hole numbers.
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