Occurrence of flat bands in strongly correlated Fermi systems and high- superconductivity of electron-doped compounds
arXiv:1502.05659 · doi:10.1134/S0021364015060065
Abstract
We consider a class of strongly correlated Fermi systems that exhibit an interaction-induced flat band pinned to the Fermi surface, and generalize the Landau strategy to accommodate a flat band and apply the more comprehensive theory to electron systems of solids. The non-Fermi-liquid behavior that emerges is compared with relevant experimental data on heavy-fermion metals and electron-doped high- compounds. We elucidate how heavy-fermion metals have extremely low superconducting transition temperature , its maximum reached in the heavy-fermion metal CeCoIn does not exceed 2.3 K, and explain the enhancement of observed in high- superconductors. We show that the coefficient of the -linear resistivity scales with , in agreement with the experimental behavior uncovered in the electron-doped materials. We have also constructed schematic temperature-doping phase diagram of the copper oxide superconductor and explained the doping dependence of its resistivity.
6 pages, 2 figures, revised and published by JETP Lett
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