Abstract

In this paper, the application of Muller-Plathe method and Jund method in reverse nonequilibrium molecular dynamics to the heat conduction of one-dimensional nanotubes are tested and studied. The results show that the Jund method cannot obtain a good linear temperature gradient and its thermal conductivity is also dependent on the choice of heat flux. When the exchange frequency is 50, the thermal conductivity obtained by the Muller-Plathe method converges to a stable value. This method can be well applied to the study of thermal conductivity of nanotubes. The Muller-Plathe method is a good option when the number of atoms exchanged is 1 and the exchange frequency is 100. On this basis, we further investigate the effect of length, diameter and temperature of carbon nanotubes and silicon carbide nanotubes on the thermal conductivity. The thermal conductivity of carbon nanotubes is obviously higher than that of silicon carbide nanotubes, and their effects of length, diameter and temperature on the thermal conductivity are consistent. The thermal conductivity of nanotubes increases with the rise of temperature, but the increase rate decreases and the length dependence also weakens. Therefore, when carbon nanotubes and silicon carbide nanotubes reach certain lengths, their values of thermal conductivity will converge and no longer change with length, which is completely consistent with the results of previous studies. Comparing with carbon nanotubes, the convergence rate of thermal conductivity of SiC nanotubes is significantly lower. When the temperature is low, the diameter has a certain effect on the thermal conductivity; however, with the increase of temperature, the diameter has almost no effect on the thermal conductivity at high temperature. The effect of temperature on the thermal conductivity of nanotubes shows that the thermal conductivity of nanotubes generally decreases with the rise of temperature, but the occurrence of the peak phenomenon is also affected by the length of nanotubes. When the length of carbon nanotubes is 10 nm, the influence of temperature and diameter on the thermal conductivity are irregular. However, when the length of carbon nanotubes is 100 nm, the thermal conductivity of carbon nanotubes decreases continuously with the rise of temperature, and there occurs no peak phenomenon. Besides, when the tube length is 10 nm, the peak of SiC nanotubes appears at about 100 K. However, when the tube length is 100 nm, the thermal conductivity of SiC nanotubes decreases with the rise of temperature, but no peak phenomenon occurs.

Highlights

  • Heat flux and thermal conductivity obtained by Muller-Plath method. * represents a very poor linearity of the temperature gradient. 6, 20, 50 is the length of the nanotube

  • Diameter and temperature dependence of the thermal conductivity of carbon nanotubes, where n is the chiral index of the nanotube: (a) L = 10 nm; (b) L = 100 nm

  • 对于 Müller-Plathe 法, 交换的原 子对数为 1 以及交换频率为 100 是一个不错的选 择

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Summary

Introduction

多壁碳纳米管与金属表面间接触行为的分子动力学模拟 Molecular dynamics simulation of contact behaviors between multiwall carbon nanotube and metal surface 物理学报. 碳纳米管的可控长度拾取及导电性分析 Length-controllable picking method and conductivity analysis of carbon nanotubes 物理学报. 基于扫描电子显微镜的碳纳米管拾取操作方法研究 Method of picking up carbon nanotubes inside scanning electron microscope 物理学报. 径向压缩碳纳米管的电子输运性质 Electron transport properties of carbon nanotubes with radial compression deformation 物理学报. 石墨烯碳纳米管复合结构渗透特性的分子动力学研究 Molecular dynamics study on permeability of water in graphene-carbon nanotube hybrid structure 物理学报. 采用 Tersoff 势测试和研究了反向非平衡分子动力学中的 Müller-Plathe 法和 Jund 法在一维纳米管热传 导中的应用.

Results
Conclusion

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