The real-space Chern number of ensembles of Bloch states is robust and symmetry-forced to be nonzero in twisted TMDs and twisted bilayer graphene.
Detecting symmetry breaking in magic angle graphene using scanning tunneling microscopy
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abstract
A growing body of experimental work suggests that magic angle twisted bilayer graphene exhibits a "cascade" of spontaneous symmetry breaking transitions, sparking interest in the potential relationship between symmetry-breaking and superconductivity. However, it has proven difficult to find experimental probes which can unambiguously identify the nature of the symmetry breaking. Here we show how atomically-resolved scanning tunneling microscopy can be used as a fingerprint of symmetry breaking order. By analyzing the pattern of sublattice polarization and "Kekul\'{e}" distortions in small magnetic fields, order parameters for each of the most competitive symmetry-breaking states can be identified. In particular, we show that the "Kramers intervalley coherent state," which theoretical work predicts to be the ground state at even integer fillings, shows a Kekul\'{e} distortion which emerges only in a magnetic field.
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cond-mat.mes-hall 1years
2025 1verdicts
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Robustness of real-space topology in moir\'e systems
The real-space Chern number of ensembles of Bloch states is robust and symmetry-forced to be nonzero in twisted TMDs and twisted bilayer graphene.