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Equation of state of the hard-sphere solid: The modified weighted-density approximation with a static solid reference state

机译:硬球固体的状态方程:带有静态固体参考状态的修正的加权密度近似

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摘要

We have investigated the high-density hard-sphere solid through density-functional theory by applying our recent formulation of the modified weighted-density approximation (MWDA) with a static solid reference state. Our model utilizes both information about the fluid state, modeled by the Percus-Yevick approximation, as well as physical insight into the static solid. We find very good agreement with computer simulation data for the equation of state, as well as for the ideal and excess components of the pressure, and are able to improve the results from the original MWDA model over a wide range of packing fractions. The degree of particle localization and the value of the Lindemann parameter for the high-density hard sphere solid are also improved over the original MWDA theory. Finally, we comment on the result that the excess pressure is negative for most packing fractions, suggesting possible physical means for this observation. [References: 22]
机译:我们已经通过应用密度函数理论,通过应用我们最近的修正的加权密度近似(MWDA)的静态固体参考状态公式,研究了高密度硬球固体。我们的模型既利用Percus-Yevick近似建模的流体状态信息,又利用对静态固体的物理洞察力。我们发现与状态方程以及理想和过量压力分量的计算机模拟数据非常吻合,并且能够在各种填充分数范围内改进原始MWDA模型的结果。相对于原始的MWDA理论,高密度硬球固体的颗粒定位程度和Lindemann参数的值也得到了改善。最后,我们对大多数填料馏分的过压为负的结果进行评论,这表明该观察结果可能是物理方法。 [参考:22]

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