Abstract

Anisotropic cluster model electron lifetimes are calculated for impurity scattering in the dilute potassium alloys K(Na) and K(Rb). The system is modelled by a finite cluster in free space. The largest cluster contains 35 scatterers corresponding to 4 BCC shells. An electron described with respect to a host cluster is scattered by an impurity cluster. An impurity cluster consists of a substitutional impurity surrounded by a number of possibly relaxed shells of host atoms. Only s and p scattering are accounted for. The phaseshifts used for the individual scatterers are taken from published APW fits as well as from potentials constructed in a standard way. It is found that the average lifetime for both alloys has the right order of magnitude. Further p scattering contributes significantly for the case of K(Rb). The anisotropy of the inverse lifetimes is very dependent on cluster size and does not converge when the cluster size increases.

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