4.6 Article

Voltage controllable superconducting state in the multiterminal superconductor-normal-metal bridge

期刊

PHYSICAL REVIEW B
卷 103, 期 17, 页码 -

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AMER PHYSICAL SOC
DOI: 10.1103/PhysRevB.103.174507

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  1. Foundation for the Advancement of Theoretical Physics and Mathematics Basis [18-1-2-64-2]
  2. [0030-2021-0021]
  3. [0030-2021-0020]

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The study focuses on the voltage controllable superconducting state in a multiterminal bridge, showing the sensitivity of critical current to control current/voltage and the existence of the so-called in-plane Fulde-Ferrell state. The voltage-induced nonequilibrium effects could be interpreted in terms of increased local electron temperature, while the appearance of the in-plane Fulde-Ferrell state is connected with voltage-induced paramagnetic response in the normal layer.
We study voltage controllable superconducting state in a multiterminal bridge composed of the dirty superconductor/pure normal metal (SN) bilayer and pure normal metal. In the proposed system small control current I-ctrl flows via normal bridge, creates voltage drop V, and modifies the distribution function of electrons in a connected SN bilayer. In the case of a long normal bridge the voltage-induced nonequilibrium effects could be interpreted in terms of increased local electron temperature. In this limit we experimentally find the large sensitivity of critical current I-c of Cu/MoN/Pt-Cu bridge to I-ctrl and relatively large current gain which originate from steep dependence of I-c on temperature and large I-c (comparable with theoretical depairing current of the superconducting bridge). In the short normal bridge deviation from equilibrium cannot be described by a simple increase in local temperature, but we also theoretically find large sensitivity of I-c to control current/voltage. In this limit we predict existence at finite V of the so-called in-plane Fulde-Ferrell state with spontaneous currents in the SN bilayer. We argue that its appearance is connected with voltage-induced paramagnetic response in the N layer.

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