In small-angle twisted MoSe2 bilayers, the authors observe correlated insulating states at integer and fractional moiré fillings, including a Mott gap at the Dirac point that persists to 110 K in the smallest-twist device.
Emergent Trion Resonance Driven by Lattice Reconstruction in a Moir\'e Superlattice
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abstract
We investigate how many-electron excited states emerge in twisted MoSe2 homobilayers when the lattice reconstructions evolve. Notably, we identify a new trion resonance that arises in the transition regime of lattice reconstruction, where gradual changes in atomic alignment between the layers occur. Magnetic field-dependent measurements, supported by first-principles calculations, indicate that the exciton forms at the K valley while the doped hole resides in the Gamma valley. First-principles calculations further indicate that two nearly degenerate exciton resonances can arise, localized at different sites within the moir\'e supercell. We propose that the new trion resonance is a "charge-transfer" trion, in which the electron-hole pair is spatially separated from the doped hole. The emergence of these complex excited states stems from the distinct moir\'e potentials acting on holes and excitons, resulting in their different spatial distribution within the superlattice.
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Correlated insulating states in slow Dirac fermions on a honeycomb moir{\'e} superlattice
In small-angle twisted MoSe2 bilayers, the authors observe correlated insulating states at integer and fractional moiré fillings, including a Mott gap at the Dirac point that persists to 110 K in the smallest-twist device.