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arXiv 2207.02472cond-mat.mes-hall

通过拓扑能隙协议的 InAs-Al 混合器件

InAs-Al Hybrid Devices Passing the Topological Gap Protocol

Morteza Aghaee, Arun Akkala, Zulfi Alam, Rizwan Ali, Alejandro Alcaraz Ramirez, Mariusz Andrzejczuk, Andrey E Antipov, Pavel Aseev, Mikhail Astafev, Bela Bauer,… 展开作者

Morteza Aghaee, Arun Akkala, Zulfi Alam, Rizwan Ali, Alejandro Alcaraz Ramirez, Mariusz Andrzejczuk, Andrey E Antipov, Pavel Aseev, Mikhail Astafev, Bela Bauer, Jonathan Becker, Srini Boddapati, Frenk Boekhout, Jouri Bommer, Esben Bork Hansen, Tom Bosma, Leo Bourdet, Samuel Boutin, Philippe Caroff, Lucas Casparis, Maja Cassidy, Anna Wulf Christensen, Noah Clay, William S Cole, Fabiano Corsetti, Ajuan Cui, Paschalis Dalampiras, Anand Dokania, Gijs de Lange, Michiel de Moor, Juan Carlos Estrada Saldaña, Saeed Fallahi, Zahra Heidarnia Fathabad, John Gamble, Geoff Gardner, Deshan Govender, Flavio Griggio, Ruben Grigoryan, Sergei Gronin, Jan Gukelberger, Sebastian Heedt, Jesús Herranz Zamorano, Samantha Ho, Ulrik Laurens Holgaard, William Hvidtfelt Padkær Nielsen, Henrik Ingerslev, Peter Jeppesen Krogstrup, Linda Johansson, Jeffrey Jones, Ray Kallaher, Farhad Karimi, Torsten Karzig, Evelyn King, Maren Elisabeth Kloster, Christina Knapp, Dariusz Kocon, Jonne Koski, Pasi Kostamo, Mahesh Kumar, Tom Laeven, Thorvald Larsen, Kongyi Li, Tyler Lindemann, Julie Love, Roman Lutchyn, Michael Manfra, Elvedin Memisevic, Chetan Nayak, Bas Nijholt, Morten Hannibal Madsen, Signe Markussen, Esteban Martinez, Robert McNeil, Andrew Mullally, Jens Nielsen, Anne Nurmohamed, Eoin O'Farrell, Keita Otani, Sebastian Pauka, Karl Petersson, Luca Petit, Dima Pikulin, Frank Preiss, Marina Quintero Perez, Katrine Rasmussen, Mohana Rajpalke, Davydas Razmadze, Outi Reentila, David Reilly, Richard Rouse, Ivan Sadovskyy, Lauri Sainiemi, Sydney Schreppler, Vadim Sidorkin, Amrita Singh, Shilpi Singh, Sarat Sinha, Patrick Sohr, Tomaš Stankevič, Lieuwe Stek, Henri Suominen, Judith Suter, Vicky Svidenko, Sam Teicher, Mine Temuerhan, Nivetha Thiyagarajah, Raj Tholapi, Mason Thomas, Emily Toomey, Shivendra Upadhyay, Ivan Urban, Saulius Vaitiekėnas, Kevin Van Hoogdalem, Dmitrii V. Viazmitinov, Steven Waddy, David Van Woerkom, Dominik Vogel, John Watson, Joseph Weston, Georg W. Winkler, Chung Kai Yang, Sean Yau, Daniel Yi, Emrah Yucelen, Alex Webster, Roland Zeisel, Ruichen Zhao

AI总结:

本文制备并优化 InAs-Al 半导体-超导体异质结器件,通过严格的拓扑能隙协议观测到稳定拓扑相和两端零偏压电导峰,为 Majorana 零模融合与编织奠定基础。

摘要:

我们展示了半导体-超导体异质结器件的测量与模拟结果,这些结果与观测到拓扑超导性和 Majorana 零模相符。器件由高迁移率二维电子气制备,其中通过静电栅极定义准一维导线。这些器件能够测量局域和非局域输运性质,并已通过大量模拟进行优化,以确保对非均匀性和无序的稳健性。我们的主要结果是,若干按照该设计的工程规范制备的器件通过了 Pikulin 等人 [arXiv:2103.12217] 所定义的拓扑能隙协议。该协议是一项严格测试,由一系列三端局域和非局域输运测量组成,测量过程中改变磁场、半导体电子密度和结透明度。通过该协议表明,根据大规模无序模拟的判定,检测到承载 Majorana 零模的拓扑相具有很高概率。我们的实验结果与进入拓扑超导相的量子相变一致;该拓扑相在磁场方向跨越数百毫特、在栅极电压方向跨越数毫伏,对应于半导体导线中约一百微电子伏特的 Zeeman 能和化学势范围。这些区域表现出体能隙闭合并重新打开,同时在器件两端出现零偏压电导峰,并且这些峰能够承受结透明度变化。从我们的器件中提取的最大拓扑能隙为 20–60 μeV。这一演示是开展涉及 Majorana 零模融合和编织实验的先决条件。

英文摘要:

We present measurements and simulations of semiconductor-superconductor heterostructure devices that are consistent with the observation of topological superconductivity and Majorana zero modes. The devices are fabricated from high-mobility two-dimensional electron gases in which quasi-one-dimensional wires are defined by electrostatic gates. These devices enable measurements of local and non-local transport properties and have been optimized via extensive simulations to ensure robustness against non-uniformity and disorder. Our main result is that several devices, fabricated according to the design's engineering specifications, have passed the topological gap protocol defined in Pikulin et al. [arXiv:2103.12217]. This protocol is a stringent test composed of a sequence of three-terminal local and non-local transport measurements performed while varying the magnetic field, semiconductor electron density, and junction transparencies. Passing the protocol indicates a high probability of detection of a topological phase hosting Majorana zero modes as determined by large-scale disorder simulations. Our experimental results are consistent with a quantum phase transition into a topological superconducting phase that extends over several hundred millitesla in magnetic field and several millivolts in gate voltage, corresponding to approximately one hundred micro-electron-volts in Zeeman energy and chemical potential in the semiconducting wire. These regions feature a closing and re-opening of the bulk gap, with simultaneous zero-bias conductance peaks at both ends of the devices that withstand changes in the junction transparencies. The extracted maximum topological gaps in our devices are 20-60 $μ$eV. This demonstration is a prerequisite for experiments involving fusion and braiding of Majorana zero modes.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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