Rotational symmetry breaking in the upper critical field of topological superconductor candidate CaSn<sub>3</sub>

ORAL

Abstract

Electronic nematicity is a quantum analogue to liquid crystals, breaking the rotational symmetry, but preserving the translational symmetry. The electronic nematic states emerge not only in strongly correlated systems, including quantum Hall liquids, high temperature cuprate and iron-based superconductors, and heavy fermion compounds [1], but also in weakly correlated systems, such as the superconducting states in doped-topological insulators known as nematic superconductivity [2]. Closely correlated with the topological nature, the nematic superconductivity in topological materials has attracted great interest. Here, we report systematic studies of the upper critical field of topological superconductor candidate CaSn3, forming a cubic structure with point group Oh. We reveal two-fold symmetry in the anisotropy of upper critical field, breaking the underlying lattice structure. Similar to doped-topological insulator MxBi2Se3 (M=Sr, Cu and Nb), the rotational symmetry breaking indicates the realization of nematic superconductivity in CaSn3. We will discuss the possible superconducting pairing state stabilized in this system.
[1] E. Fradkin et al., Annu. Rev. Condens. Matter Phys. 1, 153 (2010).
[2] L. Fu, Phys. Rev. B 90, 100509 (2014).

Presenters

  • Yasuyuki Nakajima

    • University of Central Florida

Authors

  • Yasuyuki Nakajima

    • University of Central Florida
  • K A M Hasan Siddiquee

    • University of Central Florida
  • Riffat Munir

    • University of Central Florida
  • Charuni Dissanayake

    • University of Central Florida
  • Priyanka Vaidya

    • University of Central Florida
  • Cameron Nickle

    • University of Central Florida
  • Enrique Del Barco

    • Univ of Central Florida
    • University of Central Florida
  • Derrick VanGennep

    • Department of Physics, University of Florida
    • University of Florida
  • James Hamlin

    • University of Florida
    • Department of Physics, University of Florida