Quantum conductivity in the topological surface state in the SbV3S5 kagome lattice.

Abstract

We have successfully predicted the local topological bands in the frustrated kagome lattice SbV3S5. An important future research direction is to raise the kagome band with novel co-existing strong nonlinear dispersion and strong cohesion due to the anisotropic inner field of kagome SbV3S5 to the Fermi level. The Z2 topological index of T-invariant systems provides evidence for a σyz near the Fermi level that determines the quantum anomalous Hall state. This shows that the quantum anomalous Hall effect (QAHE) phase of the kagome lattice SbV3S5 has a weak topological stability that is sensitive to weak disorder and field interactions. Neighbouring van Hove singularities near the Fermi level induced a quantum anomalous Hall conductivity and charge density wave platform.