Proximity-induced quasi-one-dimensional superconducting quantum anomalous Hall state: a promising scalable top-down approach towards localized Majorana modes
Omargeldi Atanov, Wai Ting Tai, Ying-Ming Xie, Yat Hei Ng, Molly A., Hammond, Tin Seng Manfred Ho, Tsin Hei Koo, Hui Li, Sui Lun Ho, Jian Lyu,, Sukong Chong, Peng Zhang, Lixuan Tai, Jiannong Wang, Kam Tuen Law, Kang L., Wang, and Rolf Lortz

TL;DR
This study demonstrates that quasi-one-dimensional quantum anomalous Hall insulator nanoribbons with superconducting contacts can host zero-energy Majorana modes, offering a scalable platform for topological quantum computing.
Contribution
The paper introduces a scalable top-down fabrication approach for QAHI nanoribbons with superconducting contacts, providing experimental evidence of potential Majorana modes.
Findings
Observation of multiple in-gap conductance peaks evolving into a ZBCP with magnetic field
Experimental data consistent with Majorana zero modes in QAHI nanoribbons
Theoretical simulations support the transition from multi-channel to single-channel regimes
Abstract
In this work, ~100 nm wide quantum anomalous Hall insulator (QAHI) nanoribbons are etched from a two-dimensional QAHI film. One part of the nanoribbon is covered with superconducting Nb, while the other part is connected to an Au lead via two-dimensional QAHI regions. Andreev reflection spectroscopy measurements were performed, and multiple in-gap conductance peaks were observed in three different devices. In the presence of an increasing magnetic field perpendicular to the QAHI film, the multiple in-gap peak structure evolves into a single zero-bias conductance peak (ZBCP). Theoretical simulations suggest that the measurements are consistent with the scenario that the increasing magnetic field drives the nanoribbons from a multi-channel occupied regime to a single channel occupied regime, and that the ZBCP may be induced by zero energy Majorana modes as previously predicted [24].…
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Taxonomy
TopicsTopological Materials and Phenomena · Quantum and electron transport phenomena · Electronic and Structural Properties of Oxides
