Magnetic states of the five-orbital Hubbard model for one-dimensional iron-based superconductors
arXiv:1404.0069 · doi:10.1103/PhysRevB.90.035128
Abstract
The magnetic phase diagrams of models for quasi one-dimensional compounds belonging to the iron-based superconductors family are presented. The five-orbital Hubbard model and the real-space Hartree-Fock approximation are employed, supplemented by density functional theory to obtain the hopping amplitudes. Phase diagrams are constructed varying the Hubbard and Hund couplings and at zero temperature. The study is carried out at electronic density (electrons per iron) , which is of relevance for the already known material TlFeSe, and also at , where representative compounds still need to be synthesized. At there is a clear dominance of staggered spin order along the chain direction. At and the realistic Hund coupling , the phase diagram is far richer including a variety of ``block'' states involving ferromagnetic clusters that are antiferromagnetically coupled, in qualitative agreement with recent Density Matrix Renormalization Group calculations for the three-orbital Hubbard model in a different context. These block states arise from the competition between ferromagnetic order (induced by double exchange, and prevailing at large ) and antiferromagnetic order (dominating at small ). The density of states and orbital compositions of the many phases are also provided.
12 pages, 11 figures
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- Magnetic states of quasi-one-dimensional iron chalcogenide BaFeS
- Block orbital-selective Mott insulators: a spin excitation analysis
- Prediction of exotic magnetic states in the alkali metal quasi-one-dimensional iron selenide compound NaFeSe
- Quantum magnetism of iron-based ladders: Blocks, spirals, and spin flux
- Quasi-one-dimensional spin excitations in the iron pnictide NaFeCuAs