Data on single-nucleon transfer, () cross sections, and static and dynamic electromagnetic properties place severe limitations on the structure of the low-lying positive-parity states of . We deduce wave functions that best reproduce these data by use of a model space that includes one collective state each of spin , , and together with all basis states formed from a closed core plus two , neutrons and up to one neutron. There is need for only a small admixture. The collective configuration is the dominant constituent of the state at 3.63 MeV, and the collective configuration dominates the state at 5.25 MeV. Overall, the data favor a small negative value ( ) for the quadrupole moment of the first level. The matrix elements of the Hamiltonian that reproduce both the observed energies and transition rates are constructed. Several experiments are suggested to further probe the structure of this nucleus.
NUCLEAR STRUCTURE Deduce wave functions of low-lying states that best fit single-nucleon transfer, () data, and static and dynamic electromagnetic properties. Construct Hamiltonian that leads to these eigenfunctions.
- Received 29 March 1976
- Published in the issue dated September 1976
© 1976 The American Physical Society