Theory of Topological Superconductivity in Doped IV-VI Semiconductors

Abstract

We theoretically study potential unconventional superconductivity in doped AB-type IV-VI semiconductors, based on a minimal effective model with interaction up to the next-nearest neighbors. According to the experimental implications, we focus on the spin-triplet channels and obtain the superconducting phase diagram with respect to the anisotropy of the Fermi surfaces and the interaction strength. All the states in the phase diagram are time reversal invariant and are topologically nontrivial. Specifically, in the phase diagram there appear a mirror symmetry protected topological Dirac superconductor phase, a mirror symmetry protected second-order topological superconductor phase, and a full-gap topological superconductor phase with winding number 4. The point group symmetry breaking of each superconducting ground state is also discussed.