Superconducting orbital diode effect in SN bilayers
Yuriy A. Dmitrievtsev, Yakov V. Fominov
TLDR
This paper reveals that nonideal interfaces in superconductor-normal metal bilayers can surprisingly enhance the superconducting orbital diode effect.
Key contributions
- Investigates the superconducting diode effect (SDE) in SN bilayers with nonideal interfaces.
- Finds SDE strength depends nonmonotonically on the interface resistance.
- Demonstrates that a nonideal interface can enhance the SDE compared to ideal conditions.
- Focuses on an orbital mechanism driven by inhomogeneous Meissner currents.
Why it matters
The superconducting diode effect is crucial for developing next-generation superconducting electronics. This work reveals that interface imperfections, often seen as detrimental, can actually boost the effect, opening new avenues for designing more efficient superconducting devices.
Original Abstract
We study the superconducting diode effect (SDE) in a diffusive superconductor - normal metal (SN) bilayer subjected to an in-plane magnetic field. The supercurrent flows along the layers, perpendicular to the field. The SDE, manifested as an asymmetry in the critical (depairing) currents and kinetic inductance for opposite current directions, arises from an orbital mechanism due to the inhomogeneous distribution of the Meissner currents caused by a spatially varying superfluid density. Recently, Levichev et al. [Phys. Rev. B 108, 094517 (2023)] demonstrated the realization of this effect in such a structure, supporting numerical calculations for an ideal interface with an experiment. In this work, we investigate the influence of a nonideal interface with finite resistance on the SDE. Employing an analytical approach, we focus on limiting cases corresponding to weak intralayer inhomogeneities. We find that the strength of the SDE depends nonmonotonically on the interface resistance when the bilayer thickness is small compared to the coherence length. Remarkably, a nonideal interface can enhance the SDE compared to the ideal case.
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