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流体中碳纳米管旋转扩散系数的分子动力学计算

Molecular dynamics calculation of rotational diffusion coefficient of a carbon nanotube in fluid.

作者信息

Cao Bing-Yang, Dong Ruo-Yu

机构信息

Key Laboratory for Thermal Science and Power Engineering of Ministry of Education, Department of Engineering Mechanics, Tsinghua University, Beijing 100084, People's Republic of China.

出版信息

J Chem Phys. 2014 Jan 21;140(3):034703. doi: 10.1063/1.4861661.

Abstract

Rotational diffusion processes are correlated with nanoparticle visualization and manipulation techniques, widely used in nanocomposites, nanofluids, bioscience, and so on. However, a systematical methodology of deriving this diffusivity is still lacking. In the current work, three molecular dynamics (MD) schemes, including equilibrium (Green-Kubo formula and Einstein relation) and nonequilibrium (Einstein-Smoluchowski relation) methods, are developed to calculate the rotational diffusion coefficient, taking a single rigid carbon nanotube in fluid argon as a case. We can conclude that the three methods produce same results on the basis of plenty of data with variation of the calculation parameters (tube length, diameter, fluid temperature, density, and viscosity), indicative of the validity and accuracy of the MD simulations. However, these results have a non-negligible deviation from the theoretical predictions of Tirado et al. [J. Chem. Phys. 81, 2047 (1984)], which may come from several unrevealed factors of the theory. The three MD methods proposed in this paper can also be applied to other situations of calculating rotational diffusion coefficient.

摘要

旋转扩散过程与纳米颗粒可视化和操纵技术相关,广泛应用于纳米复合材料、纳米流体、生物科学等领域。然而,目前仍缺乏推导这种扩散系数的系统方法。在当前工作中,开发了三种分子动力学(MD)方案,包括平衡方法(格林 - 库博公式和爱因斯坦关系)和非平衡方法(爱因斯坦 - 斯莫卢霍夫斯基关系),以计算旋转扩散系数,以流体氩中的单个刚性碳纳米管为例。基于大量随计算参数(管长、直径、流体温度、密度和粘度)变化的数据,我们可以得出这三种方法产生相同结果,这表明MD模拟的有效性和准确性。然而,这些结果与蒂拉多等人的理论预测[《化学物理杂志》81, 2047 (1984)]存在不可忽略的偏差,这可能源于该理论中一些未揭示的因素。本文提出的三种MD方法也可应用于计算旋转扩散系数的其他情况。

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