Abstract
An analytic atomic independent particle model potential adjusted to experimental single-particle energy levels is used to generate wavefunctions for the valence and excited states of 0, F+1, Ne+2, Na+3, Mg+4 and Al+5. Using these wavefunctions in conjunction with the Born approximation and the LS-coupling scheme, we calculate optical oscillator strengths for excitations from the 1s 2 2s 2 2p 4(3 P 2) ground state. Good agreement is obtained with experimental data. Systematic trends along the isoelectronic sequence are discussed.