Abstract

Establishment of phase-coherence and a non-dissipative (super)current between two weakly coupled superconductors, known as the Josephson effect, plays a foundational role in basic physics and applications to metrology, precision sensing, high-speed digital electronics, and quantum computing. The junction ranges from planar insulating oxides to single atoms, molecules, semiconductor nanowires, and generally to any finite-size coherent conductor. Recently, junctions of more than two superconducting terminals gained broad attention in the context of braiding of Majorana fermions in the solid state for fault-tolerant quantum computing, and accessing physics and topology in dimensions higher than three. Here we report the first observation of Josephson effect in 3- and 4-terminal junctions, fabricated in a top-down fashion from a semiconductor/superconductor (InAs/Al) epitaxial two-dimensional heterostructure. Due to interactions, the critical current of an N-terminal junction becomes the boundary of an (N-1)-dimensional manifold of simultaneously allowed supercurrents. The measured shapes of such manifolds are explained by the scattering theory of mesoscopic superconductivity, and they can be remarkably sensitive to the junction's symmetry class. Furthermore, we observed a notably high-order (up to 8) multiple Andreev reflections simultaneously across every terminals pair, which verifies the multi-terminal nature of normal scattering and a high interface quality in our devices. Given the previously shown gate-control of carrier density and evidence of spin-orbit scattering in InAs/Al heterostructures, and device compatibility with other 2D materials, the multi-terminal Josephson effect reported here can become a testbed for physics and applications of topological superconductivity.

Highlights

  • A multiterminal Josephson junction [1] consists of N > 2 independent superconductors coupled to each other through a normal scattering region [Fig. 1(a)]

  • The first category of proposals explores the band topology of multiterminal Josephson junctions [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21]. These papers explore the structure of the Andreev bound states (ABSs) energies in the (N − 1)dimensional Brillouin zone, where the phase differences φj − φN play a role of quasimomenta

  • We introduced a new concept of the critical current contour—the key ground state characteristic of a multiterminal Josephson junction

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Summary

INTRODUCTION

A multiterminal Josephson junction [1] consists of N > 2 independent superconductors (terminals) coupled to each other through a normal scattering region [Fig. 1(a)]. In this case, the supercurrent Ij in terminal j becomes a multivariable function of all the N − 1 independent phase differences φj − φN (the Nth terminal can be assumed grounded). We report on the nontrivial geometric responses of the CCCs to the externally applied magnetic field and gate voltage, which is an inherent transport manifestation of multiterminal superconducting phase coherence.

TRANSPORT IN THREE- AND FOURTERMINAL JOSEPHSON JUNCTIONS
EFFECT OF MAGNETIC FIELD ON CCC
EFFECT OF TOP GATING ON CCC
EFFECT OF PHASE BIAS ON CCC
EXPERIMENT VERSUS THEORY
SUMMARY AND OUTLOOK
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