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Structural theory of liquid-vapour critical point with application to hard-core Yukawa fluids

机译:蒸汽临界点的结构理论及其在硬核汤河流体中的应用

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摘要

March, Perrot and Tosi [Mol. Phys. 93, 355 (1998)] proposed three structural integrals I _0, I _1 and I _2 to account for the liquid-vapour critical point (LVCP) based on the virial expression for the pressure. The interrelations between these integrals are obtained from the universality of LVCP. We extend the work of March et al. and suggest another structural integral I _3. We also provide analytical expressions for I _n (n = 0, 1, 2, 3) for hard-core Yukawa fluids based on the series mean spherical approximation. The location of LVCP parameters versus the intermolecular potential range parameter is accurately calculated for three different equations of states. We find good agreement when compared with computer simulation results only for the compressibility equation of state within the mean density approximation. The universality of the critical compressibility ratio at the LVCP is discussed in detail.
机译:3月,佩罗特(Perrot)和托西(Tosi)[物理93,355(1998)]提出了三个结构积分I _0,I _1和I _2,以基于压力的病毒式表达来解释液汽临界点(LVCP)。这些积分之间的相互关系是从LVCP的普遍性获得的。我们扩展了March等人的工作。并提出另一个结构积分I _3。我们还基于级数平均球面逼近为硬核汤河流体提供了I _n(n = 0、1、2、3)的解析表达式。对于三个不同的状态方程,可以精确计算出LVCP参数相对于分子间电位范围参数的位置。与计算机模拟结果相比,仅在平均密度近似范围内的状态可压缩性方程中,我们发现了很好的一致性。详细讨论了LVCP临界压缩率的普遍性。

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