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一维内嵌富勒烯和碳纳米洋葱链中能带隙的预测。

Prediction of frequency band gaps in one-dimensional endohedral fullerene and carbon nano-onion chains.

作者信息

Ghavanloo Esmaeal, Lashani Reza, Giannopoulos Georgios I

机构信息

School of Mechanical Engineering, Shiraz University, Shiraz, 71963-16548, Iran.

Department of Mechanical Engineering, University of the Peloponnese, 26334, Patras, Greece.

出版信息

J Mol Model. 2023 Oct 25;29(11):349. doi: 10.1007/s00894-023-05753-8.

Abstract

CONTEXT

Acoustics have always played a central role in contemporary engineering, especially in the fields of communication, sensing, and even in more extraordinary applications such as non-invasive high-intensity focused ultrasound surgery. The rapid development of nano-scale-based technologies makes imperative the need for novel acoustic devices that take advantage of nanomaterials as well as their extraordinary physical properties. The successful design of such acoustic components requires the implementation of efficient nanostructures accompanied by fast and accurate modeling. Here, endohedral fullerene and carbon nano-onion one-dimensional nano-chains are explored as possible candidate nanodevices that generate unique frequency band gaps.

METHODS

The wave propagation in chains of fullerene-based molecules is predicted by representing them as infinite one-dimensional mass-in-mass chains properly assembled by the use of springs whose coefficients are expressed according to the van der Walls (vdW) atomistic interactions. Based on Bloch's theorem, interesting elastic wave dispersion curves are obtained and illustrated, characterized by distinctive frequency ranges that waves cannot propagate, revealing the unique vibroacoustic behavior of the proposed nano-systems.

摘要

背景

声学在当代工程中一直发挥着核心作用,特别是在通信、传感领域,甚至在诸如非侵入性高强度聚焦超声手术等更特殊的应用中。基于纳米尺度技术的快速发展使得开发利用纳米材料及其非凡物理特性的新型声学器件成为当务之急。此类声学组件的成功设计需要实现高效的纳米结构并辅以快速准确的建模。在此,探讨了内嵌富勒烯和碳纳米洋葱一维纳米链作为可能产生独特频带隙的候选纳米器件。

方法

通过将基于富勒烯的分子链表示为通过弹簧适当组装的无限一维质量块链来预测波在其中的传播,弹簧系数根据范德华(vdW)原子相互作用来表示。基于布洛赫定理,获得并展示了有趣的弹性波色散曲线,其特征在于存在波无法传播的独特频率范围,揭示了所提出的纳米系统独特的振动声学行为。

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