Purely Rotational Symmetry-Protected Topological Crystalline Insulator α-Bi<sub>4</sub>Br<sub>4</sub>
ORAL
Abstract
Recent theoretical advances have proposed a new class of topological crystalline insulator (TCI) phases protected by rotational symmetries. Distinct from topological insulators (TIs), rotational symmetry-protected TCIs are expected to show unique topologically protected boundary modes: First, the surface normal to the rotational axis features ``unpinned'' Dirac surface states whose Dirac points are located at generic k points. Second, due to the ``higher-order'' bulk boundary correspondence, a 3D TCI also supports 1D helical edge states. Despite the unique topological electronic properties, to date, purely rotational symmetry-protected TCIs remain elusive in real materials. Using first-principles band calculations and theoretical modeling, we identify the van der Waals material α-Bi4Br4 as a TCI purely protected by rotation symmetry. We show that the α-Bi4Br4's (010) surface exhibits a pair of unpinned topological Dirac fermions protected by the two-fold rotational axis. These unpinned Dirac fermions show an exotic spin texture highly favorable for spin transport and a band structure consisting of van Hove singularities due to Lifshitz transition.
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Presenters
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Chuang-Han Hsu
- Department of Physics, National University of Singapore