Mott scattering at the interface between a metal and a topological insulator
arXiv:1005.3064 · doi:10.1103/PhysRevB.82.205331
Abstract
We compute the spin-active scattering matrix and the local spectrum at the interface between a metal and a three-dimensional topological band insulator. We show that there exists a critical incident angle at which complete (100%) spin flip reflection occurs and the spin rotation angle jumps by . We discuss the origin of this phenomena, and systematically study the dependence of spin-flip and spin-conserving scattering amplitudes on the interface transparency and metal Fermi surface parameters. The interface spectrum contains a well-defined Dirac cone in the tunneling limit, and smoothly evolves into a continuum of metal induced gap states for good contacts. We also investigate the complex band structure of BiSe.
published version
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- Current-phase relation for Josephson effect through helical metal
- Surface state reconstruction in ion-damaged SmB_6
- Spin-to-charge conversion in lateral and vertical topological-insulator/ferromagnet heterostructures with microwave-driven precessing magnetization
- Microscopic simulation of superconductor-topological insulator proximity structures
- Induced spin texture in semiconductor/topological insulator heterostructures
- Spin diffusion and magnetoresistance in ferromagnet/topological-insulator junctions
- Confinement and Fermion Doubling Problem in Dirac-like Hamiltonians
- Proximity-Induced Superconductivity at Non-Helical Topological Insulator Interfaces
- Andreev spectroscopy of nonhelical spin textures in topological insulators
- Quasi-particle propagation across semiconductor-Mott insulator interfaces
- Weyl nodes in periodic structures of superconductors and spin active materials