First Principles Calculations of the Topological Insulator Stanene on an Al2O3 Substrate

ORAL

Abstract

Topological insulators are a class of materials under continuing investigation due to their potential for hosting robust current-carrying surface or edge states. Stanene, the two-dimensional monolayer form of tin, has been predicted to be a 2D topological insulator due to its large spin-orbit interaction, but a clear experimental demonstration of this behavior has eluded observation. In part, this is because the choice of growth substrate has a major effect on the electronic and topological properties of stanene due to the imposition of both epitaxial strain and bonding interactions between the substrate and the stanene monolayer. We present first-principles density functional theory (DFT) calculations of monolayer stanene grown on the (0001) surface of alumina, Al2O3. We perform a detailed analysis of the binding energy and electronic structure of stanene on Al2O3, and compute the system’s Z2 topological invariant. In addition, we describe other potential structures of tin on the alumina surface, and analyze their competition with monolayer stanene.

Presenters

  • Sohrab Ismail-Beigi

    Yale Univ, Dept. of Applied Physics, Center for Research on Interface Structures and Phenomena, Yale University, Department of Applied Physics, Yale University, Applied Physics, Yale University

Authors

  • Stephen Eltinge

    Yale Univ

  • Stephen Albright

    Yale Univ, Department of Physics, Yale University

  • Minjung Kim

    Yale Univ

  • Rui Peng

    Yale Univ

  • Ke Zou

    Yale Univ, Dept. of Applied Physics, Center for Research on Interface Structures and Phenomena, Yale University

  • Frederick Walker

    Yale Univ, Department of Applied Physics, Yale University

  • Charles Ahn

    Yale Univ

  • Sohrab Ismail-Beigi

    Yale Univ, Dept. of Applied Physics, Center for Research on Interface Structures and Phenomena, Yale University, Department of Applied Physics, Yale University, Applied Physics, Yale University