Effect of f-level on the density of states of magnetic superconductors

We address a Hamiltonian model to study the coexistence of antiferromagnetism (AFM) and superconductivity (SC) in presence of hybridization between conduction electron and the localized f-level. The AFM and SC long range orders are formulated for the Cu–O plane with an s-wave type pairing symmetry mediated by some boson exchanges. The interplay of these two long range orders is studied through the calculated c-electron density of states (DOS) as well as the localized f-electron DOS. We attempt here to interpret the complex tunneling spectra based upon our model calculation. This model predicts some of the gaps due to the localized low lying excitations appearing near the Fermi level, and the gap structure is consistent with the gapless superconductivity, showing a complex U-shaped s-wave type symmetry. The model calculation helps to separately calculate the AFM and SC order parameters under the special condition of the presence of the weak c–f hybridization.