Superconductivity in Few-Layer Topological Superconductor Candidate (Sn<sub>1-x</sub>In<sub>x</sub>)Bi<sub>2</sub>Te<sub>4</sub>

ORAL

Abstract

The combination of a superconducting state with a non-trivial topology of band structures may lead to emerging topological superconductivity. The electronic states of such materials are characterized by the coexistence of bulk supercurrents mediated by Cooper pairs and topologically protected boundary modes. One of the approaches to developing topological superconductors is introducing superconducting components (such as Sn1-xInxTe) into the parent compound lattice of a topological insulator (such as Bi2Te3). In this talk, I will describe our progress in measuring and understanding the superconducting and normal states of the topological superconductor candidate (Sn0.5In0.5)Bi2Te4. In bulk, this material is a layered superconductor with a critical temperature of ~1.5 K, which could be further tuned by material composition. I will demonstrate that superconductivity persists down to the few-layer limit, with a critical temperature comparable to the bulk. I will next discuss critical current measurements in this compound in the superconducting state, as well as non-linear transport measurements above the critical temperature.

Presenters

  • Jack Barlow

    • University of Washington

Authors

  • Jack Barlow

    • University of Washington
  • Dmitry Ovchinnikov

    • University of Washington
  • Chaowei Hu

    • University of California, Los Angeles
    • University of Washington, Seattle
  • Jiaqi Cai

    • University of Washington
  • Zhaoyu Liu

    • University of Washington
  • Jiun-Haw Chu

    • University of Washington
    • University of Washington, Seattle, Washington, USA
  • David H Cobden

    • University of Washington
  • Jiaqiang Yan

    • Oak Ridge National Laboratory
    • Materials Science and Technology Division, Oak Ridge National Laboratory, Oak Ridge, TN 37831, USA
  • Michael A McGuire

    • Oak Ridge National Lab
  • Xiaodong Xu

    • University of Washington