Three-body model for an isoscalar spin-triplet neutron-proton pair in
arXiv:1603.07483 · doi:10.1103/PhysRevC.93.064319
Abstract
We discuss the isoscalar pairing correlation in the low-lying states of nucleus. To this end, we employ three-body model with the model space constructed by self-consistent mean-field calculations. The model is developed with both non-relativistic and relativistic effective interactions, the latter of which are found to be more realistic for the present case due to the pseudo-spin symmetry. It turns out that the pairing scheme is strongly hindered in Sb with the relativistic model because of the near degeneracy of the and orbitals in the valence space. This pair-breaking effect is clearly seen in the charge-exchange Gamow-Teller-type transitions rather than in the binding energies of and states.
12 pages, 10 figures. The title has been changed. Accepted for publication in Phys. Rev. C
References in corpus (16)
- New parametrization for the nuclear covariant energy density functional with point-coupling interaction
- Hidden pseudospin and spin symmetries and their origins in atomic nuclei
- Overview of Neutron-Proton Pairing
- Orbital dependent nucleonic pairing in the lightest known isotopes of tin
- Mixed-Spin Pairing Condensates in Heavy Nuclei
- Real stabilization method for nuclear single particle resonances
- Beta-delayed proton emission in the 100Sn region
- Role of T=0 pairing in Gamow-Teller states in N=Z nuclei
- Role of diproton correlation in two-proton emission decay of the Be nucleus
- Diproton correlation in a proton-rich Borromean nucleus 17Ne
- Three-body model calculations for N=Z odd-odd nuclei with T=0 and T=1 pairing correlations
- Competition between =1 and =0 pairing in -shell nuclei with
- Time-dependent approach to many-particle tunneling in one-dimension
- Proton-neutron pairing vibrations in N=Z nuclei: Precursory soft mode of isoscalar pairing condensation
- Deformation effects on the coexistence between neutron-proton and particle like pairing in N=Z medium mass nuclei
- Three-body model calculation of the 2 state in O