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Effective Wall Thickness of Single-Walled Carbon Nanotubes for Multi-Scale Analysis: The Problem and a Possible Solution

机译:用于多尺度分析的单壁碳纳米管的有效壁厚:问题和可能的解决方案

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摘要

Continuum mechanics models have been used to characterize the mechanical behaviour of carbon nanotubes, but their validity down to the nanometer scale has not been fully verified. A typical example is the effective wall thickness of single-walled carbon nanotubes (SWCNTs), which has not been well defined after years of effort. This paper proposes a sufficient condition for determining the effective wall thickness h and Young's modulus E of an SWCNT using in-plane stiffness, K_(in-plane), torsion stiffness, Aorsion, bending stiffness, D_(bending), and off-plane torsion stiffness, K_(torsion), as the independent elastic constants of a continuum model. The paper concludes that when the Vodenitcharova-Zhang's necessary condition and D_(bending)/K_(in-plane) = D_(torsion)/K_(torsion) are satisfied, the intersect of D_(bending) and K_(in-plane)curves in the E-h plane will determine a unique h, and in turn, leads to a defined E. For SWCNT (10, 10), h approx = 0.1 nm and E approx = 3.5 TPa.
机译:连续式力学模型已被用于表征碳纳米管的力学行为,但它们的有效性下降到纳米尺度尚未完全验证。典型的例子是单壁碳纳米管(SWCNTs)的有效壁厚,其在多年努力之后没有明确定义。本文提出了使用面内刚度,k_(面内),扭转刚度,弯曲,弯曲刚度,D_(弯曲)和离心机的有效壁厚H和SWCNT模量E的有效壁厚H和杨氏模量E.扭转僵硬,K_(扭转),作为连续素模型的独立弹性常数。本文得出结论,当vodenitcharova-zhang的必要条件和d_(弯曲)/ k_(在平面内)= d_(扭转)/ k_(扭转)满足时,D_(弯曲)和k_(在平面内)的相交EH平面中的曲线将确定唯一的H,又导致定义的E.对于SWCNT(10,10),H约= 0.1nm和e大约= 3.5 tpa。

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