M-Point Moiré Materials: Momentum-space Non-Symmorphic Symmetries, Emerging Quasi-One-Dimensionality, and Correlated Phases

15 Oct 2025
Seminars and colloquia
Time
-
Venue
Simpkins Lee Seminar Room
Beecroft Building, Department of Physics, University of Oxford, Parks Road, Oxford, OX1 3PU
Speaker(s)

Dr Haoyu Hu, Princeton University

Seminar series
CMT Forum
For more information contact

Dumitru Călugăru

Abstract

When two 1T-SnSe₂ monolayers are stacked with a relative twist, they form a new class of M-point moiré materials—distinct from the well-studied K-point systems exemplified by twisted bilayer graphene. These heterostructures host three time-reversal-symmetric valleys related by threefold rotational symmetry and exhibit emergent momentum-space non-symmorphic symmetries, giving rise to quasi-one-dimensional electron hopping [1]. By combining first-principles calculations with exact solutions of the resulting interacting Wannier models for both AA and AB stacking configurations, we show that twisted SnSe₂ constitutes a highly tunable platform for correlated quantum phases [2]. In the AA-stacked configuration, the system maps onto a three-orbital triangular model supporting exact spin-dimer states, valence-bond solids, quantum-paramagnetic phases, and Luttinger-liquid behavior, whereas the AB stacking configuration realizes a Kagome Ising model. The interplay between flat electronic bands, nontrivial crystalline symmetries, and tunable interactions establishes M-point moiré systems as versatile simulators of exotic many-body phenomena in two dimensions.

[1] D. Călugăru, Y. Jiang, H. Hu, H. Pi et al., Nature 643, 376–381 (2025).
[2] M. Li, …, H. Hu, arXiv:2508.10098 (2025).