A Switch in Graphene: How a Narrow Channel Controls Superconductivity ✛

Original: "Proximity-induced superconductivity in a bilayer graphene quantum point contact"
arXiv:2608.16711v1 · 2026-08-17 · CC BY 4.0 · 1 min
In graphene, a narrow channel was made where electrons travel in rows, and each row boosts the current but brings the superconducting switch-off closer.

A narrow corridor forces people to walk in rows. In graphene, a similar corridor was made for electrons: two gates with a gap of 75 nanometers create a constriction, and a third gate changes its width. Electrons in this corridor fly without scattering, and the number of rows, quantum modes, can be changed like the width of a door. Each new row adds a step to the conductance.

The superconducting gap of aluminum is only 120 microvolts. That's a hundred times smaller than the voltage of an AA battery. But it's enough to make the current change in steps.

Aluminum, which becomes a superconductor at very low temperatures, was attached to the corridor. At the interface, Andreev reflection occurs: an electron approaching the superconductor turns into a hole that flies back. This amplifies the current: the conductance at each step increases by about a quarter. But as the voltage increases, superconductivity is destroyed, and the switching current also changes in steps, following the number of open modes. Each new mode is like a switch: it turns on the amplification but brings the superconducting switch-off threshold closer. Previously, it was unknown how these rows affect superconductivity, but now it's clear: they control both amplification and switch-off.

The superconducting gap of aluminum in this device is only 120 microvolts — about 100 times smaller than the voltage from a typical AA battery. Yet the switching current changes in steps like a staircase as new quantum modes open.

Scientists
Wolfgang PauliGeorge GamowLeo EsakiKlaus von KlitzingLev LandauJohn Bardeen
Concepts
proximity effect superconductivity twisted bilayer graphene superconducting electronics superconducting phase transition graphene superconductivity conductance quantum critical current bcs theory Cooper pair conductivity Casimir effect flux quantization vacuum energy levitation gate voltage transition temperature zero resistance edge states charge qubit Josephson effect