论文标题

二维材料中的狄拉克语音子

Dirac phonons in two-dimensional materials

论文作者

Gong, Jialin, Wang, Jianhua, Yuan, Hongkuan, Zhang, Zeying, Wang, Xiaotian

论文摘要

声子是实现稳定的无旋转二维(2D)狄拉克点的理想平台,因为它们具有骨气性和难以破坏的时间反转对称性。应当指出的是,由于历史问题,几乎所有报道的2D材料的声子分散剂中的两个变性淋巴结点都被错误地分类为“狄拉克点”。这两个退化淋巴结点的正确名称应为“ Weyl”,因为2D语音系统本质上是无旋的,并且因为每个双重变性点在二维中都用Weyl模型描述。迄今为止,尚无2D材料中有四倍变性的狄拉克点声子的报道。在这项研究中,我们搜索了整个80层组(LGS),并发现在80个LG中的7个可以实现狄拉克声子。此外,2D材料的声子分散体中的狄拉克点可以分别分为基本和意外的变性点,这些点分别以高对称点和高对称线出现。在对称分析的指导下,我们确定了具有六个LGS的几个2D材料候选物中狄拉克语音的存在。这封信提供了一种识别2D中狄拉克语音的方法,并提出了2D材料候选者,以实现狄拉克声子。

Phonons are an ideal platform for realizing stable spinless two-dimensional (2D) Dirac points because they have a bosonic nature and hard-to-break time-reversal symmetry. It should be noted that the twofold degenerate nodal points in the phonon dispersions of almost all reported 2D materials are misclassified as 'Dirac points' owing to a historical issue. The correct name for these twofold degenerate nodal points should be 'Weyl' because 2D phononic systems are essentially spinless and because each twofold degenerate point is described by a Weyl model in two dimensions. To date, there have been no reports of fourfold degenerate Dirac point phonons in 2D materials. In this study, we searched through the entire 80 layer groups (LGs) and discovered that Dirac phonons can be realized in 7 of the 80 LGs. Moreover, the Dirac points in the phonon dispersions of 2D materials can be divided into essential and accidental degenerate points, which appear at high-symmetry points and on high-symmetry lines, respectively. Guided by symmetry analysis, we identified the presence of Dirac phonons in several 2D material candidates with six LGs. This letter offers a method for identifying Dirac phonons in 2D and proposes 2D material candidates for realizing Dirac phonons.

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