Chiral and nodal superconductors in t-J model with valley contrasting flux on triangular moiré lattice
arXiv:2209.10023 · doi:10.1103/PhysRevB.108.155111
Abstract
Recent experimental progresses have made it possible to simulate spin 1/2 Hubbard model on triangular lattice in moiré materials formed by transition metal dichalcogenide (TMD) heterobilayer or homobilayer. In twisted TMD homobilayer, a vertical electric field can induce a valley contrasting flux in the hopping term. In this paper we study possible superconductors from a t-J model with valley contrasting flux using the slave boson mean field theory. We obtain a phase diagram with doping and . A finite breaks spin rotation symmetry and the pairing symmetry is a superposition of spin singlet and spin triplet . There are two topological phase transitions when tuning from to , with three Dirac nodes at one transition and one single Dirac node at the other transition. We also discuss the effects of van Hove singularity and a three-site correlated hopping term on the pairing strength. Lastly, we demonstrate that a small anisotropy term breaking the rotation can lead to a time reversal invariant nodal superconductor connected to the superconductor on square lattice.
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- Superconductivity in twisted transition metal dichalcogenide homobilayers
- Theory of Correlated Insulators and Superconductor at in Twisted WSe
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