Two-Dimensional Superconductivity at the CaZrO3/KTaO3 (001) Heterointerfaces
Lu Chen, Siyi Zhou, Daming Tian, Yinan Xiao, Qixuan Gao, Yongchao Wang, Yuansha Chen, Fengxia Hu, Baogen Shen, Jirong Sun, Weisheng Zhao, Jinsong Zhang, Hui Zhang

TL;DR
This study provides clear evidence of two-dimensional superconductivity at CaZrO3/KTaO3 (001) heterointerfaces, with properties influenced by crystallographic orientation, carrier density, and gate voltage, highlighting the role of interfacial symmetry.
Contribution
First demonstration of 2D superconductivity at CaZrO3/KTaO3 (001) heterointerfaces, revealing orientation-dependent TC and tunability via gating.
Findings
Superconductivity observed up to TC ~0.25 K at CaZrO3/KTaO3 (001) interfaces.
TC increases linearly with carrier density from 4.5*10^13 to 10.3*10^13 cm^-2.
Superconductivity exhibits orientation dependence, with higher TC on (110) and (111) surfaces.
Abstract
Two-dimensional superconductivity at KTaO3 (KTO) heterointerfaces has sparked intensive investigations since its discovery, yet whether the (001)-oriented KTO interface hosts superconductivity remains to be elucidated. Here, we provide unambiguous evidence of superconductivity in two-dimensional electron gases (2DEGs) at CaZrO3/KTO(001) heterointerfaces, with a superconducting transition TC up to ~0.25 K. Notably, TC increases linearly with carrier density nS over the range of 4.5*10^13~10.3*10^13 cm^-2. Furthermore, superconductivity exhibits a pronounced dependence on crystallographic orientation, with TC rising from 0.25 K for (001) to 1.04 K for (110) and 2.22 K for (111), underscoring the crucial role of interfacial symmetry in the CaZrO3/KTO system. The two-dimensional nature of the superconducting state is corroborated by the Berezinskii-Kosterlitz-Thouless (BKT) transition and…
Peer Reviews
No public reviews on file for this paper yet. If you reviewed it on a platform where reviews are public (OpenReview, ICLR, NeurIPS, ICML), you can paste yours below so the community can read it here.
Videos
No videos yet. Explain this paper in a talk, walkthrough, or lecture? Add one.
