Displacement-field evolution of triangular-lattice Hubbard phases
Determine how the chiral spin liquid, metallic, and 120° antiferromagnetic phases of the half-filled triangular-lattice moiré Hubbard model evolve under a finite spin-dependent staggered displacement-field flux, and whether additional phases emerge.
References
How these phases evolve and whether additional phases may emerge under a finite displacement field remain important open questions.
Although our numerical evidence consistently favors a continuous scenario, we emphasize that, within our current numerical resolution, we cannot exclude the possibility that the transition is weakly first order or involves a narrow intermediate phase. Further numerical or experimental efforts to determine whether this transition is truly continuous at finite $\phi$ would be especially crucial for clarifying its nature and could open new avenues for exploring unconventional phases and phase transitions in moiré TMD systems.