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二维碳氮化物中的强机械各向异性和各向异性狄拉克态。

Strong mechanical anisotropy and an anisotropic Dirac state in 2D CN.

作者信息

Tan Rui, Chen Xueqing, Dai Liyufen, Ouyang Yulou, Cao Liemao, Tang Zhenkun, Ma Ming, Wei Xiaolin, Zhong Gaokuo

机构信息

Key Laboratory of Micro-nano Energy Materials and Application Technologies, University of Hunan Province & College of Physics and Electronics Engineering, Hengyang Normal University, Hengyang 421002, China.

Shenzhen Institute of Advanced Technology, Chinese Academy of Sciences, Shenzhen, Guangdong 518055, China.

出版信息

Phys Chem Chem Phys. 2024 Apr 17;26(15):11782-11788. doi: 10.1039/d4cp00608a.

Abstract

Two-dimensional (2D) carbon nitride materials have emerged as a versatile platform for the design of high-performance nanoelectronics, but strong anisotropy in 2D carbon nitrides has rarely been reported. In this work, a 2D carbon nitride with strong anisotropy composed of tetra-, penta-, and hexa-rings (named as TPH-CN) is proposed. This TPH-CN exhibits both dynamical and mechanical stability. Furthermore, it also showcases remarkable thermal stability, reaching up to 2300 K, as evidenced by AIMD simulations conducted in an NVT environment utilizing the Nosé-Hoover thermostat. Significantly, TPH-CN demonstrates high anisotropic ratios in its mechanical properties, positioning it as the frontrunner in the current carbon nitride systems. In addition, a Dirac cone with an anisotropic ratio of 55.8% and Fermi velocity of 7.26 × 10 m s is revealed in TPH-CN. The nontrivial topological properties of TPH-CN are demonstrated by a non-zero invariant and topologically protected edge states. Our study offers theoretical insights into an anisotropic 2D carbon nitride material, laying the groundwork for its design and synthesis.

摘要

二维(2D)碳氮化物材料已成为设计高性能纳米电子器件的通用平台,但二维碳氮化物中的强各向异性鲜有报道。在这项工作中,提出了一种由四环、五环和六环组成的具有强各向异性的二维碳氮化物(命名为TPH-CN)。这种TPH-CN兼具动力学和机械稳定性。此外,通过在NVT环境中使用Nosé-Hoover恒温器进行的AIMD模拟表明,它还具有高达2300 K的显著热稳定性。值得注意的是,TPH-CN在其机械性能方面表现出高各向异性比,使其成为当前碳氮化物体系中的佼佼者。此外,在TPH-CN中发现了一个各向异性比为55.8%且费米速度为7.26×10 m s的狄拉克锥。TPH-CN的非平凡拓扑性质通过非零不变量和拓扑保护边缘态得以证明。我们的研究为各向异性二维碳氮化物材料提供了理论见解,为其设计和合成奠定了基础。

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