Manifestation of axion electrodynamics through magnetic ordering on edges of topological insulator
arXiv:1411.3831 · doi:10.1073/pnas.1515664112
Abstract
Based on a first-principles approach, we show that in a single crystal of a prototypical topological insulator such as BiSe the difference in the work function between adjacent surfaces with different crystal-face orientations generates a built-in electric field around facet edges. Owing to the topological magnetoelectric coupling for a given broken time-reversal symmetry in the crystal, the electric field, in turn, forces effective magnetic dipoles to accumulate along the edges, realizing the facet-edge magnetic ordering. We demonstrate that the predicted magnetic ordering which depends only on the work function difference between facets, is in fact a manifestation of the axion electrodynamics in real solids.
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Cited by in corpus (8)
- Magnetic, thermal, and electronic-transport properties of EuMg2Bi2 single crystals
- Dynamical axion state with hidden pseudospin Chern numbers in MnBiTe-based heterostructures
- Quantum Hall Edge States in Topological Insulator Nanoribbons
- Electromagnetic effects induced by time-dependent axion field
- Experimental search for one-dimensional edge states at surface steps of the topological insulator BiSe: Distinguishing between effects and artifacts
- Axion instability and non-linear electromagnetic effect
- Dynamic axion field in the magnetoelectric antiferromagnet chromia
- Fermion-Vortex Interactions in Axion Electrodynamics