Sublattice-selective interlayer hybridizations in twisted bipartite lattice heterobilayers generate tunable zero-energy flat bands possessing finite Berry curvature and Chern-insulator-scale quantum metric.
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cond-mat.mes-hall 2years
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A generalized continuum model for twisted kagome bilayers predicts higher-order magic angles causing flat bands and non-trivial topology induced solely by twisting.
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Quantum Geometry of Moir\'e Flat Bands Beyond the Valley Paradigm
Sublattice-selective interlayer hybridizations in twisted bipartite lattice heterobilayers generate tunable zero-energy flat bands possessing finite Berry curvature and Chern-insulator-scale quantum metric.
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Twisted Kagome Bilayers: Higher-Order Magic Angles, Topological Flat Bands, and Sublattice Interference
A generalized continuum model for twisted kagome bilayers predicts higher-order magic angles causing flat bands and non-trivial topology induced solely by twisting.