Engineering miniband topology via band folding in moiré superlattice materials
File(s)
Accepted version
Author(s)
Yang, Kaijie
Liu, Yunzhe
Schindler, Frank
Liu, Chao-Xing
Type
Journal Article
Abstract
The emergence of topologically nontrivial flat bands in moiré materials provides an opportunity to explore the interplay between topological physics and correlation effects, leading to the recent experimental realization of interacting topological phases, e.g., fractional Chern insulators. In this work, we propose a general mechanism of band inversion induced by the moiré Brillouin zone folding of atomic bands for engineering topological minibands in moiré materials. We illustrate this mechanism via two classes of model Hamiltonians, namely the Rashba model and the Bernevig-Hughes-Zhang (BHZ) model, under the moiré superlattice potentials. We find moiré minibands with the nontrivial band topology, including the ℤ2 number, mirror Chern number, and fragile topology, and the topological phase diagram is constructed for these moiré models. A general theory based on band representations in the morié Brillouin zone is also developed for a generalization of this mechanism to all 2D plane groups. Possible experimental realizations of our model Hamiltonian are discussed.
Date Issued
2025-06-15
Date Acceptance
2025-05-13
Citation
Physical Review B, 2025, 111 (24)
ISSN
2469-9950
Publisher
American Physical Society (APS)
Journal / Book Title
Physical Review B
Volume
111
Issue
24
Copyright Statement
©2025 American Physical Society. This is the author’s accepted manuscript made available under a CC-BY licence in accordance with Imperial’s Research Publications Open Access policy (www.imperial.ac.uk/oa-policy)
License URL
Publication Status
Published
Article Number
L241104
Date Publish Online
2025-06-04