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Thermodynamic and transport properties of the Weeks-Chandler-Andersen fluid: Theory and computer simulation

机译:Weeks-Chandler-Andersen流体的热力学和输运性质:理论和计算机模拟

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摘要

The equilibrium molecular dynamics (MD) simulation method is utilized to compute the equation of state, pair correlation function, and transport coefficients of the Weeks-Chandler-Andersen model fluid over a wide range of densities and temperatures. The calculated pair correlation function is used within the virial minimization method to obtain the effective diameter and the results are applied within the generic van der Waals (GvdW) theory to compute the GvdW parameters. The GvdW parameter B, which corresponds to the mean excluded volume of particles, is used to calculate the mean free volume. The computed effective diameter and Gvdw parameters are then fitted to functions of the density and temperature. The modified Cohen-Turnbull theory is employed to calculate the diffusion coefficient using the computed effective diameter and mean free volume. A detailed analysis is presented for the results of the theory and MD simulations for the diffusion coefficient. The system-size dependence of the diffusion coefficient through the MD simulation is studied. The Dullien formula is used to obtain the shear viscosity and the results are compared with those from MD simulations.
机译:平衡分子动力学(MD)仿真方法用于计算在各种密度和温度范围内的Weeks-Chandler-Andersen模型流体的状态方程,成对相关函数和传输系数。计算出的对相关函数用于病毒最小化方法中,以获得有效直径,并将结果应用于通用范德华(GvdW)理论中,以计算GvdW参数。 GvdW参数B对应于平均排除的颗粒体积,用于计算平均自由体积。然后将计算出的有效直径和Gvdw参数拟合到密度和温度的函数。修改后的Cohen-Turnbull理论用于使用计算出的有效直径和平均自由体积来计算扩散系数。对理论结果和扩散系数的MD模拟进行了详细分析。通过MD仿真研究了扩散系数对系统大小的依赖性。使用Dullien公式获得剪切粘度,并将结果与​​MD模拟的结果进行比较。

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