Pallewela Gayani N, Ploetz Elizabeth A, Smith Paul E
Department of Chemistry, 213 CBC Building, 1212 Mid Campus Dr. North, Kansas State University, Manhattan, KS 66506.
Fluid Phase Equilib. 2018 Aug 25;470:38-50. doi: 10.1016/j.fluid.2017.10.028. Epub 2017 Oct 31.
Triplet correlations play a central role in our understanding of fluids and their properties. Of particular interest is the relationship between the pair and triplet correlations. Here we use a combination of Fluctuation Solution Theory and experimental pair radial distribution functions to investigate the accuracy of the Kirkwood Superposition Approximation (KSA), as given by integrals over the relevant pair and triplet correlation functions, at a series of state points for pure water using only experimental quantities. The KSA performs poorly, in agreement with a variety of other studies. Several additional approximate relationships between the pair and triplet correlations in fluids are also investigated and generally provide good agreement for the fluid thermodynamics for regions of the phase diagram where the compressibility is small. A simple power law relationship between the pair and triplet fluctuations is particularly successful for state points displaying low to moderately high compressibilities.
三重关联在我们对流体及其性质的理解中起着核心作用。特别令人感兴趣的是对偶关联和三重关联之间的关系。在这里,我们结合涨落溶液理论和实验对偶径向分布函数,仅使用实验量来研究柯克伍德叠加近似(KSA)在纯水一系列状态点处的准确性,该近似由相关对偶和三重关联函数的积分给出。与其他各种研究一致,KSA的表现不佳。还研究了流体中对偶和三重关联之间的其他几种近似关系,对于相图中压缩率较小的区域,这些关系通常能很好地符合流体热力学。对偶涨落和三重涨落之间的简单幂律关系对于显示低到中等高压缩率的状态点特别成功。