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Role of the barker-henderson diameter in thermodynamics

机译:Barker-Henderson直径在热力学中的作用

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Sensitivity of thermodynamics to the Barker-Henderson (BH) diameter for the Lennard-Jones (LJ) potential is discussed,which covers both its approximation in calculation and improvement in rationality.With regarding to the approximation,pressure and internal energy for the LJ fluid,LJ chains and LJ chain mixtures are investigated.It is found that internal energy is much more sensitive to an approximation to the diameter than pressure for pure fluids,and both pressure and internal energy are very sensitive to the diameter for mictures.It is also found that the approximating expression given by Cotterman et al.(1986)covers the widest range of tempeeratures.The rationality of the BH diameter itself at very high temperatures and densities is also analyzed.Through a functional expansion of Helmholtz free energy.we conclude that a density-dependent BH diameter is fundamentally more appropriate.THe proposed diameter yields almost the same results as the original BH diameter at normal conditions and remedies its deficiencies at extreme ones.The density-dependent diameter provides a convenient way to study the LJ systems undergoing gas-solid phase transition or freezing.
机译:讨论了热力学对Lennard-Jones(LJ)势的Barker-Henderson(BH)直径的敏感性,涵盖了其在计算中的近似值和合理性的改进。关于LJ流体的近似值,压力和内部能量,研究了LJ链和LJ链的混合物。发现,对于纯流体,内部能量对直径的近似值比压力更敏感,并且对于图像,压力和内部能量对直径都非常敏感。发现Cotterman等人(1986)给出的近似表达式覆盖了最宽的温度范围,并且还分析了在非常高的温度和密度下BH直径本身的合理性,通过亥姆霍兹自由能的功能扩展,我们得出结论:从根本上讲,密度相关的BH直径更合适。在正常条件下,建议的直径产生的结果与原始BH直径几乎相同并弥补了其极端的缺陷。密度依赖的直径为研究经历气固相转变或冻结的LJ系统提供了便捷的方法。

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