Pair density wave and reentrant superconducting tendencies originating from valley polarization
arXiv:2112.03278 · doi:10.1103/PhysRevB.105.L100509
Abstract
We investigate superconducting pairing tendencies of a two-dimensional electron fluid with both valley and spin degrees of freedom, both without and in the presence of an in-plane magnetic field. We present suggestive theoretical arguments that spontaneous valley polarization can lead to exotic singlet superconducting tendencies, including pair-density-wave order at zero field and re-entrant superconductivity at high field. We also find a reduced magnetic response in the polarized valley, which allows a finite violation of the Pauli limit. These results are obtained by a mean-field approach to a generalized - model on a triangular lattice and in the dilute limit. Phenomenological similarities to results of recent magic-angle twisted trilayer graphene experiments are noted.
arXiv comment7 pages, 2 figures
References in corpus (21)
- Magic-angle graphene superlattices: a new platform for unconventional superconductivity
- Tunable Phase Boundaries and Ultra-Strong Coupling Superconductivity in Mirror Symmetric Magic-Angle Trilayer Graphene
- Roton pair density wave and unconventional strong-coupling superconductivity in a topological kagome metal
- Origin of Mott insulating behavior and superconductivity in twisted bilayer graphene
- Electric field tunable unconventional superconductivity in alternating twist magic-angle trilayer graphene
- Cascade of Phase Transitions and Dirac Revivals in Magic Angle Graphene
- The Physics of Pair Density Waves
- Giant and tunable valley degeneracy splitting in MoTe2
- Phases of a phenomenological model of twisted bilayer graphene
- Designing Flat Band by Strain
- Quantum valley Hall effect, orbital magnetism, and anomalous Hall effect in twisted multilayer graphene systems
- Twisted Bilayer Graphene IV. Exact Insulator Ground States and Phase Diagram
- Strain-induced quantum phase transitions in magic angle graphene
- Cascades between light and heavy fermions in the normal state of magic angle twisted bilayer graphene
- Moiré-pattern fluctuations and electron-phason coupling in twisted bilayer graphene
- In-plane critical magnetic fields in magic-angle twisted trilayer graphene
- Strong Coupling Limit of the Holstein-Hubbard Model
- Pair-Density-Wave in the Strong Coupling Limit of the Holstein-Hubbard model
- Topological superconductivity, ferromagnetism, and valley-polarized phases in moire systems: Renormalization group analysis for twisted double bilayer graphene
- A DMRG study: Pair-density wave in spin-valley locked systems
- Strain-induced excitonic instability in twisted bilayer graphene
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- Nodal pair density waves from a quarter-metal in crystalline graphene multilayers
- Atomistic theory of moiré Hofstadter's butterfly in magic-angle graphene
- Geometric and conventional contributions of superconducting diode effect: Application to flat-band systems
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- Pair-density-wave phase of strongly interacting electrons on the triangular lattice: A variational Monte Carlo study
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