Strong correlations, orbital magnetism, and superconductivity in multi-moiré twisted trilayer graphene
ORAL
Abstract
In twisted trilayer graphene (TTG), introducing two distinct twist angles, θ12 and θ23, to the top two layers and bottom two layers, respectively, typically generates two incommensurate moiré patterns. This approach significantly expands the parameter space for exploring novel phenomena. Theoretical calculations indicate the emergence of flat bands at specific twist angle combinations, defining two “magic lines” in the two-dimensional parameter θ12 and θ23 space. Previously studied TTG systems, including magic-angle twisted trilayer graphene, moiré quasicrystal (θ12 = 1.4°, θ23 = -1.9°), and magic-angle helical trilayer graphene are all positioned on the magic lines. In this talk, I will present our systematic experimental investigation of multiple new TTG systems along the magic lines. Transport measurements revealed strong correlations in all studied magic line TTG devices, while orbital magnetism and superconductivity emerging in a subset. Our findings establish multi-moiré graphene as a versatile platform for exploring and engineering strong correlations and topological properties.
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Presenters
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Jiaojie Yan
- Max Planck Institute for Solid State Research