扭曲WSe2中ν = 1的相关绝缘体和超导体理论

IF 18.1 1区 综合性期刊 Q1 MULTIDISCIPLINARY SCIENCES Nature Communications Pub Date : 2025-02-17 DOI:10.1038/s41467-025-56816-8
Sunghoon Kim, Juan Felipe Mendez-Valderrama, Xuepeng Wang, Debanjan Chowdhury
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引用次数: 0

摘要

在θ = 3.650处,在扭曲的WSe2双层中,观察到超导相、缠绕的绝缘相以及在相应的ν = 1填充处两者之间的连续转变,提出了许多关于这一现象起源的有趣问题。本文报道了在ν = 1处超导体和量子自旋液体Mott绝缘体之间发生位移场诱导连续跃迁的可能性,从扭曲WSe2的简化三轨道模型开始,分别包括现场、最近邻密度-密度相互作用和手性交换相互作用。利用帕顿平均场理论,我们讨论了这些相关绝缘子的性质,它们随位移场的预期演化,以及它们的现象学性质。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

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Theory of correlated insulators and superconductor at ν = 1 in twisted WSe2

The observation of a superconducting phase, an intertwined insulating phase, and a continuous transition between the two at a commensurate filling of ν = 1 in bilayers of twisted WSe2 at θ = 3.650 raises a number of intriguing questions about the origin of this phenomenology. Here we report the possibility of a displacement-field induced continuous transition between a superconductor and a quantum spin-liquid Mott insulator at ν = 1, starting with a simplified three-orbital model of twisted WSe2, including on-site, nearest-neighbor density-density interactions, and a chiral-exchange interaction, respectively. By employing parton mean-field theory, we discuss the nature of these correlated insulators, their expected evolution with the displacement-field, and their phenomenological properties.

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来源期刊
Nature Communications
Nature Communications Biological Science Disciplines-
CiteScore
24.90
自引率
2.40%
发文量
6928
审稿时长
3.7 months
期刊介绍: Nature Communications, an open-access journal, publishes high-quality research spanning all areas of the natural sciences. Papers featured in the journal showcase significant advances relevant to specialists in each respective field. With a 2-year impact factor of 16.6 (2022) and a median time of 8 days from submission to the first editorial decision, Nature Communications is committed to rapid dissemination of research findings. As a multidisciplinary journal, it welcomes contributions from biological, health, physical, chemical, Earth, social, mathematical, applied, and engineering sciences, aiming to highlight important breakthroughs within each domain.
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