Strongly correlated states in twisted graphene multilayers
ORAL
Abstract
Moiré-induced flat bands in twisted graphene systems have recently emerged as a highly tunable platform for the study of strongly correlated and topologic states. Extremely flat bands are formed in twisted bilayer and twisted trilayer graphene when they are tuned to their respective magic angles. In contrast, twisted mono-bilayer graphene (t1+2) and twisted double bilayer graphene (t2+2) have a broader range of angles over which flat bands are formed, in part due to the ability to tune the moiré bandwidth with a displacement field. However, as the number of constituent graphene layers is increased, the number of bands that must be hybridized also increases. So far, it is unclear whether a tunable moiré flat band hosting strongly correlated states can emerge in systems approaching the graphitic limit. In this work, we present transport results for a series of twisted multilayer graphene systems (tM+N) in which signatures of strong correlations are observed. We further study the ground state ordering and topological character of the correlated states. This work demonstrates that correlations and topology are not limited to mono- and/or bi-layer graphene, and points toward a general understanding of correlations in several-layer graphitic systems with a single rotated interface.
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Presenters
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Dacen Waters
- University of Washington