Abstract
We investigated the hybridization of ${\mathrm{He}}^{+},$ ${\mathrm{Li}}^{2+},$ and ${\mathrm{Be}}^{3+}$ ionic levels and the creation of surface resonances for nuclear charges $Z=2,3,$ and $4$ near an Al surface. Starting from a two-center basis set expansion with hydrogenic wave functions on the ion site and jellium wave functions in the metal half space, we calculate the self-energy for ion-surface system in the fixed-ion approximation. We obtain convergence by using a rather small set of bound ionic states. This ideally suits this method for the generation of adiabatic basis states that can be used in time-dependent close-coupling calculations for slow ion-surface collisions. We compare our resonance energies and widths with other theoretical approaches, discuss electronic density profiles, and analyze resonances in terms of Stark states.
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