Interplay of Dirac surface states and magnetic fluctuations in topological insulator heterostructures
We consider the proximity effect between Dirac states at the surface of a topological insulator and a ferromagnet with easy plane anisotropy, which is described by the XY-model and undergoes a Berezinskii-Kosterlitz-Thouless (BKT) phase transition driven by magnetic vortices. Classical mag- netic fluctuations interacting with the surface states of a topological insulator can be described by an effective gauge field. This model can be mapped onto the problem of Dirac fermions in a random magnetic field, however this analogy is only partial in the presence of electron-hole asymmetry or warping of the Dirac dispersion which results in screening of magnetic fluctuations. We show that this proximity coupling leads to anomalous transport behavior of the surface states near the BKT transition temperature. We also discuss topological insulator heterostructures as a platform for studying Dirac physics.
*To accommodate the prospective graduate student visit, this talk is NOT at the normal time. Instead, we will have lunch at 12:30 followed by a talk at 12:40 (instead of the regular schedule of 12:00 lunch and 12:15 talk).*
College Park, MD 20742