Multiband mean-field theory of the superconductivity scenario in SrRuO
arXiv:2209.14310 · doi:10.1103/PhysRevB.108.014502
Abstract
Many seemingly contradictory experimental findings concerning the superconducting state in SrRuO can be accounted for on the basis of a conjectured accidental degeneracy between two patterns of pairing that are unrelated to each other under the symmetry of the crystal: a -wave and a -wave superconducting state. In this paper, we propose a generic multi-band model in which the -wave pairing involving the and orbitals arises from second-nearest-neighbor interactions. Even if time-reversal symmetry is broken in a state, such a superconductor remains gapless with a Bogoliubov Fermi surface that approximates a (vertical) line node. The model gives rise to a strain-dependent splitting between the critical temperature and the time-reversal symmetry-breaking temperature that is qualitatively similar to some of the experimental observations in SrRuO.
21 pages (including Appendix), 4 figures
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Cited by in corpus (8)
- Altermagnetism and superconductivity in a multiorbital t-J model
- Constraints on the superconducting state of SrRuO from elastocaloric measurements
- Competition between d-wave superconductivity and magnetism in uniaxially strained Sr2RuO4
- Conditions for orbital selective altermagnetism in SrRuO: tight binding model, similarities with cuprates and implications on superconductivity
- Pairing susceptibility in the weakly interacting multilayer Hubbard model evaluated by direct perturbative expansion
- Phase sensitive information from a planar Josephson junction
- Influence of Fermi Surface Geometry and Van Hove Singularities on the Optical Response of SrRuO
- Evolution and Instability of Bogoliubov Fermi Surfaces under Zeeman Field