Alternating Superconductor--Insulator Transport Characteristics in a Quantum Vortex Chain
Yeshayahu Atzmon, Efrat Shimshoni

TL;DR
This paper models the transport properties of a quantum vortex chain in a superconducting device near a superconductor-insulator transition, revealing oscillatory magnetoresistance and distinct I-V behaviors in different phases.
Contribution
It introduces a theoretical model mapping vortex dynamics to 1D fermions, predicting a quantum phase transition and explaining experimental oscillations in magnetoresistance.
Findings
Magnetoresistance R(B) shows oscillations similar to experiments.
I-V characteristics differ markedly between superconducting and insulating phases.
A quantum phase transition of Ising type occurs at specific vortex fillings.
Abstract
Experimental studies of magnetoresistance in thin superconducting strips subject to a perpendicular magnetic field B exhibit a multitude of transitions, from superconductor to insulator and vice versa alternately. Motivated by this observation, we study a theoretical model for the transport properties of a ladder--like superconducting device close to a superconductor--insulator transition. In this regime, strong quantum fluctuations dominate the dynamics of the vortex chain forming along the device. Utilizing a mapping of the vortex system at low energies to one-dimensional (1D) Fermions at a chemical potential dictated by B, we find that a quantum phase transition of the Ising type occurs at critical values of the vortex filling, from a superconducting phase near integer filling to an insulator near 1/2-filling. The current--voltage (I-V) characteristics of the weakly disordered device…
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