Magnetoelectric coupling in superconductor-helimagnet heterostructures
arXiv:1606.08458 · doi:10.1103/PhysRevB.95.134504
Abstract
The Ginzburg-Landau free energy of a conventional superconductor coupled to a helimagnet is microscopically derived using functional field integral techniques. We show that the spin texture leads to a Lifshitz invariant in the free energy, which couples the momentum density of the superconducting condensate to the magnetization of the helimagnet. For helimagnets with a conical texture, the Lifshitz invariant yields a spatial modulation of the superconducting phase along the helical wavevector of the magnetic texture. Based on self-consistent numerical calculations, we verify the theoretical formalism by investigating a superconductor that contains a helical Yu-Shiba-Rusinov (YSR) chain. We demonstrate that the texture-induced magnetoelectric coupling produces a strong supercurrent along the YSR chain, which induces a detectable magnetic field.
Final version accepted by Physical Review B
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- Anatomy of Spin and Current Generation from Magnetization Gradients in Topological Insulators and Rashba Metals
- Long-range effect of a Zeeman field on the electric current through the helical metal-superconductor interface in Andreev interferometer
- Spontaneous generation of vortices by a nonuniform Zeeman field in a two-dimensional Rashba coupled superconductor
- Supercurrent vortices and Majorana zero modes induced by an inplane Zeeman field on the surface of a three-dimensional topological insulator
- Fraunhofer oscillations of the critical current at a varying Zeeman field in a spin-orbit coupled Josephson junction
- Field-Resilient Supercurrent Diode in a Multiferroic Josephson Junction
- Spin-orbit coupled bosons in one dimension: emergent gauge field and Lifshitz transition
- Interaction of magnons with plasmons in a system of antiferromagnetic insulators coupled to a superconductor microwave cavity through the interfacial exchange interaction
- New mechanisms to engineer magnetic skyrmions and topological superconductors