Publication | Open Access
Density functional study of FeS, FeSe, and FeTe: Electronic structure, magnetism, phonons, and superconductivity
770
Citations
21
References
2008
Year
Superconducting MaterialMagnetic PropertiesEngineeringBismuth-based SuperconductorsElectronic StructureFermi SurfaceMagnetismSuperconductivityQuantum MaterialsHigh Tc SuperconductorsSuperconducting DevicesMaterials ScienceDensity Functional StudyPhysicsIron-based SuperconductorsMagnetic MaterialSolid-state PhysicSpintronicsFerromagnetismPhonon SpectrumNatural SciencesSdw Nesting VectorApplied PhysicsCondensed Matter Physics
The Fe‑As based materials exhibit a two‑dimensional nesting vector at (π,π) that separates their Fermi‑surface sheets. The study aims to investigate the electronic structure, Fermi surface, phonon spectrum, magnetism, and electron‑phonon coupling of FeSe, FeS, and FeTe. Density functional calculations were performed to analyze these properties. The Fermi‑surface structure of FeS, FeSe, and FeTe resembles that of Fe‑As superconductors, with cylindrical electron and hole pockets and a two‑dimensional nesting vector; the density of states, nesting, and Fermi‑surface size increase from FeSe to FeTe, both FeSe and FeTe exhibit spin‑density‑wave ground states while FeS is near instability, and if superconductivity is mediated by spin fluctuations at the SDW nesting vector, doped FeTe would be the strongest superconductor in this series.
We report density functional calculations of the electronic structure, Fermi surface, phonon spectrum, magnetism, and electron-phonon coupling for the superconducting phase FeSe, as well as the related compounds FeS and FeTe. We find that the Fermi-surface structure of these compounds is very similar to that of the Fe-As based superconductors, with cylindrical electron sections at the zone corner, cylindrical hole surface sections, and depending on the compound, other small hole sections at the zone center. As in the Fe-As based materials, these surfaces are separated by a two-dimensional nesting vector at $(\ensuremath{\pi},\ensuremath{\pi})$. The density of states, nesting, and Fermi-surface size increase, going from FeSe to FeTe. Both FeSe and FeTe show spin-density wave (SDW) ground states, while FeS is close to instability. In a scenario where superconductivity is mediated by spin fluctuations at the SDW nesting vector, the strongest superconductor in this series would be doped FeTe.
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