On the local quasiparticle density of states within the asymmetric Anderson model

We calculate the local density of states for the asymmetric Anderson model by applying a self-consistent perturbation approximation for the impurity electron's self-energy. The three-resonance structure obtained in the symmetric case at low temperatures, which features a narrow central peak at the Fermi level, is found to transform into a broad single resonance with increasing asymmetry. For any asymmetry the spectral density function approaches in the high temperature limit a broad two-resonance structure.