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Shear viscosity calculated by perturbation theory and molecular dynamics for dense fluids

机译:通过微扰理论和分子动力学计算的稠密流体的剪切粘度

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摘要

In this work, we propose a new model to calculate viscosity of dense fluids based on the reference part of the Weeks-Chandler-Andersen perturbation theory. The reference fluid intermolecular interactions are given by a repulsive soft-sphere potential. The viscosity is calculated by means of a Chapman-Enskog equation corrected to high densities coupled with a density- and temperature-dependent effective diameter. The viscosity is also calculated by molecular dynamics simulations in a wide range of temperatures and densities for fluids interacting by repulsive soft-spheres potential. These results, obtained from molecular dynamics, are used to optimize the parameters of the effective diameter equation. To compute the contribution due to attractive intermolecular interactions, we use a temperature-dependent term, obtained by the Stokes-Einstein relation and the results published by Straub (1992) for the self-diffusion coefficient. The proposed model correlated experimental viscosity data from literature with absolute deviations less than 4%. (C) 2003 Wiley Periodicals, Inc. [References: 33]
机译:在这项工作中,我们基于Weeks-Chandler-Andersen微扰理论的参考部分,提出了一个用于计算稠密流体粘度的新模型。参考流体的分子间相互作用由排斥性软球势给出。粘度通过查普曼-恩斯科格(Chapman-Enskog)方程计算得出,该方程校正为高密度,再加上取决于密度和温度的有效直径。还可以通过分子动力学模拟在很宽的温度和密度范围内,通过排斥性软球势相互作用的流体来计算粘度。从分子动力学获得的这些结果可用于优化有效直径方程的参数。为了计算由于有吸引力的分子间相互作用而产生的贡献,我们使用了一个温度依赖性项,该项是通过斯托克斯-爱因斯坦关系获得的,并且由Straub(1992)发布了有关自扩散系数的结果。所提出的模型将来自文献的实验粘度数据与绝对偏差小于4%关联起来。 (C)2003 Wiley Periodicals,Inc. [参考:33]

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