Nucleon-nucleon potentials with and withoutdegrees of freedom
- 1 April 1984
- journal article
- research article
- Published by American Physical Society (APS) in Physical Review C
- Vol. 29 (4) , 1207-1221
- https://doi.org/10.1103/physrevc.29.1207
Abstract
We present two new nucleon-nucleon (NN) potentials: a model that is a conventional NN potential and a model with explicit degrees of freedom. The model has 14 operator components describing NN channels, while the model has 14 additional operators, including 12 transition operators for all possible and couplings and two central operators for and channels; the latter are constrained so that the model has no additional free parameters for data fitting. The two models give excellent and almost identical fits to deuteron properties and np scattering below 330 MeV. The and forms are convenient for nuclear structure calculations; when many-body cluster contributions are evaluated the model will automatically include much of the effect attributed to many-body forces in conventional models, while the model will provide a standard of comparison.
Keywords
This publication has 58 references indexed in Scilit:
- Phenomenological two-nucleon interaction operatorNuclear Physics A, 1981
- Effective nuclear forces in the quark model with delta and hidden-color channel couplingNuclear Physics A, 1981
- Nucleon-nucleon interaction as derived from the De Rújula, Georgi, Glashow phenomenological quark-quark potentialPhysical Review C, 1980
- Parametrization of the ParispotentialPhysical Review C, 1980
- Hadronic deformation energy. II. Two-nucleon interactionPhysical Review D, 1978
- Hadronic deformation energy. I. Quark-antiquark separationPhysical Review D, 1978
- Meson exchange model for the nucleon-nucleon interactionNuclear Physics A, 1975
- Momentum-space OBEP, two-nucleon and nuclear matter dataNuclear Physics A, 1975
- Nucleon-Nucleon Interaction from Pion-Nucleon Phase-Shift AnalysisPhysical Review D, 1973
- Local phenomenological nucleon-nucleon potentialsAnnals of Physics, 1968