THE ENERGIES AND OSCILLATOR-STRENGTHS OF BOUND-STATES OF BE

The energies and wavefunctions of the 1s(2)2snl (l less than or equal to 3), 1s(2)2p(2) D-1 and 1s(2)2p(2) P-3 states of beryllium are calcu lated with a model-potential method by using selected B-spline basis f unctions in a configuration-interaction (CI) scheme. Our length result s of the oscillator strengths for electric dipole transitions and the energies, which are set to be zero at the ground state of Be III, are compared with the experimental and other theoretical results. The agre ement showed that our method is capable of giving accurate results for various states of beryllium efficiently.