Abstract
Shell-model calculations are presented for electric quadrupole moments of A=17–39 nuclei. The shell-model wave functions, which span the complete 0-l-0 model space in all instances, are obtained by diagonalizing an sd-shell Hamiltonian which consists of a fixed single-particle energy spectrum and a single set of two-body matrix elements scaled as a function of the mass number A. Results obtained with harmonic oscillator and Saxon-Woods single-particle radial wave functions and matched effective-charge models are presented for ground states of odd-even and doubly odd nuclei and for first-excited states of doubly even sd-shell nuclei.
- Received 7 August 1986
DOI:https://doi.org/10.1103/PhysRevC.34.2280
©1986 American Physical Society