The effect of midgap states on the magnetic exchange interaction mediated by a -wave superconductor
arXiv:2101.05812 · doi:10.1103/PhysRevB.104.054502
Abstract
We theoretically study the indirect interaction between two ferromagnetic contacts located on the surface of a -wave superconductor. When the magnets are connected to a edge of the superconductor we find an oscillating RKKY interaction that varies in sign as the distance between the magnetic contacts is varied. However, when coupling the magnets to an edge of the superconductor, we find that the presence of midgap states qualitatively changes the results. The ground state of the system is then found to always favor alignment of the magnets as this configuration most strongly suppresses the midgap states, leading to a larger condensation energy which dominates over the intrinsic RKKY interaction.
10 pages, 8 figures
References in corpus (6)
- RKKY in half-filled bipartite lattices: graphene as an example
- RKKY Interaction in Graphene from Lattice Green's Function
- Screening, Kohn anomaly, Friedel oscillation, and RKKY interaction in bilayer graphene
- RKKY Interaction On Surfaces of Topological Insulators With Superconducting Proximity Effect
- Oscillations of Induced Magnetization in Superconductor-Ferromagnet Heterostructures
- Nodal superconducting exchange coupling