S-D Model for Coexistence of Ferromagnetism and Superconductivity

摘要

The Vonsovsky - Zener model for a superconductor with regularly positioned magnetic impurities is considered. Two theorems are given which prove the exact solvability of the thermodynamic problem by the approximating hamiltonian method. Exact analytical solutions for the zero-temperature order parameters and the ground state energy of the mixed phase are derived. The comparison of the energies of the different phases confirms the known result that ferromagnetism and superconductivity cannot coexist in the ground state of the model. (Atomindex citation 13:660326)