Detecting the topological winding of superconducting nodes via Local Density of States
Lena Engstr\"om, Pascal Simon, Andrej Mesaros

TL;DR
This paper proposes a method using STM measurements near impurities to detect the topological winding of nodes in 2D superconductors, providing a practical way to observe subtle topological features.
Contribution
It extends a previous technique to 2D nodal superconductors, establishing conditions for STM measurements to reveal topological winding via impurity scattering.
Findings
Spin-polarized STM can detect winding of nodes in NbSe2.
Impurity choice influences the measurement of topological invariants.
Robust vortices in momentum space indicate topological winding.
Abstract
Many systems are topologically trivial in the bulk, but still have non-trivial wavefunctions locally in the Brillouin zone. For example, in a small-gap Dirac material the Berry curvature is strongly peaked, but cancels over the full Brillouin zone, while in semimetals and in nodal superconductors there may be a lower-dimensional winding topology associated to the nodes. Experimentally, it is difficult to directly observe such topology. We consider general bulk Hamiltonians with nodes and chiral symmetry, extending to them the method developed in Dutreix et al. [Nature, 574(7777):219-222 (2019)], which in particular detected the winding around Dirac cones in graphene using charge modulations around an impurity. We apply our method to nodal superconductors in 2d, in presence of a (non)magnetic impurity, measured by standard or spin-polarized STM tip. We derive general conditions on the…
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Taxonomy
TopicsTopological Materials and Phenomena · Physics of Superconductivity and Magnetism · Graphene research and applications
