Multiband Effects in the Superconducting Phase Diagram of Oxide Interfaces
Journal article, 2022

A dome-shaped phase diagram of superconducting critical temperature upon doping is often considered as a hallmark of unconventional superconductors. This behavior, observed in SrTiO3-based interfaces, whose electronic density is controlled by field-effect, has not been explained unambiguously yet. Here, a generic scenario for the superconducting phase diagram of these oxide interfaces is elaborated based on transport experiments on a double-gate LaAlO3/SrTiO3 field-effect device and Schrödinger–Poisson numerical simulations of the quantum well. The optimal doping point of maximum Tc is ascribed to the transition between a single-gap and a fragile two-gap s±-wave superconducting state involving bands of different orbital character. Close to this point, a bifurcation in the dependence of Tc on the carrier density, which can be controlled by the details of the doping execution, is observed experimentally and reproduced by numerical simulations. Where doping with a back-gate triggers the filling of a new (Formula presented.) subband and initiates the overdoped regime, doping with a top-gate delays the filling of the subband and maintains the 2D electron gaz in the single-gap state of higher Tc. Such a bifurcation, whose branches can be followed reversibly, provides a generic explanation for the dome-shaped superconducting phase diagram that could be extended to other multiband superconducting materials.

superconductivity

multiband

field-effect device

oxide interfaces

Author

A. Jouan

Université Paris PSL

S. Hurand

University of Poitiers

Gyanendra Singh

Chalmers, Microtechnology and Nanoscience (MC2), Quantum Device Physics

E. Lesne

Max Planck Society

A. Barthélémy

Thales Group

M. Bibes

Thales Group

C. Ulysse

University Paris-Saclay

G. Saiz

Université Paris PSL

C. Feuillet-Palma

Université Paris PSL

J. Lesueur

Université Paris PSL

N. Bergeal

Université Paris PSL

Advanced Materials Interfaces

2196-7350 (eISSN)

Vol. 9 29 2201392

Subject Categories

Other Physics Topics

Other Materials Engineering

Condensed Matter Physics

DOI

10.1002/admi.202201392

More information

Latest update

3/7/2024 9