Unusual magnetotransport in twisted bilayer graphene.
Unusual magnetotransport in twisted bilayer graphene.
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DOI:
10.1073/pnas.2118482119
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发表时间:
2022-04-19
影响因子:
11.1
通讯作者:
Goldhaber-Gordon, David
中科院分区:
文献类型:
--
作者:
Finney, Joe;Sharpe, Aaron L.;Fox, Eli J.;Hsueh, Connie L.;Parker, Daniel E.;Yankowitz, Matthew;Chen, Shaowen;Watanabe, Kenji;Taniguchi, Takashi;Dean, Cory R.;Vishwanath, Ashvin;Kastner, M. A.;Goldhaber-Gordon, David
When two sheets of graphene are twisted to the magic angle of 1.1∘, the resulting flat moiré bands can host exotic correlated electronic states such as superconductivity and ferromagnetism. Here, we show transport properties of a twisted bilayer graphene device at 1.38∘, far enough above the magic angle that we do not expect exotic correlated states. Instead, we see several unusual behaviors in the device’s resistivity upon tuning both charge carrier density and perpendicular magnetic field. We can reproduce these behaviors with a surprisingly simple model based on Hofstadter’s butterfly. These results shed light on the underlying properties of twisted bilayer graphene. We present transport measurements of bilayer graphene with a 1.38∘ interlayer twist. As with other devices with twist angles substantially larger than the magic angle of 1.1∘, we do not observe correlated insulating states or band reorganization. However, we do observe several highly unusual behaviors in magnetotransport. For a large range of densities around half filling of the moiré bands, magnetoresistance is large and quadratic. Over these same densities, the magnetoresistance minima corresponding to gaps between Landau levels split and bend as a function of density and field. We reproduce the same splitting and bending behavior in a simple tight-binding model of Hofstadter’s butterfly on a triangular lattice with anisotropic hopping terms. These features appear to be a generic class of experimental manifestations of Hofstadter’s butterfly and may provide insight into the emergent states of twisted bilayer graphene.
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