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首页> 外文期刊>Fluid Phase Equilibria >Thermodynamic characterization of pure perfluoroalkanes, including interfacial and second order derivative properties, using the crossover soft-SAFT EoS
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Thermodynamic characterization of pure perfluoroalkanes, including interfacial and second order derivative properties, using the crossover soft-SAFT EoS

机译:使用交叉SAFT EoS对纯全氟烷烃进行热力学表征,包括界面和二阶导数性质

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摘要

Highly fluorinated molecules have proved to be versatile compounds that can be used for a large number of applications in different research fields including medicine, industry and environment. In this work we have used the soft-SAFT equation of state in its most general form, namely with the inclusion of a renormalization-group treatment and in combination with the van der Waals density gradient theory, to characterize several perfluorinated compounds in a systematic manner, and with the same tool. For this purpose, densities, vapour pressures, surface tensions, heat capacities and speed of sound were evaluated at different thermodynamic conditions including the critical region. The molecular parameters of the equation were obtained by fitting to vapour-liquid equilibrium data and used, in a transferable manner, to calculate the remaining properties. The specific renormalization-group treatment allowed quantitative agreement with experimental data far from and close to the critical point, with a unique set of parameters. The density gradient theory treatment enabled a precise evaluation of the surface tension, reproducing the low values experimentally observed. The transferability power of the equation allowed not only a very good description of phase and interfacial properties, but also a good accuracy when calculating derivative properties in one-phase equilibrium regions, in a purely predictive manner.
机译:事实证明,高度氟化的分子是通用化合物,可在医学,工业和环境等不同研究领域中用于大量应用。在这项工作中,我们以最一般的形式使用了软SAFT状态方程,即包括重归一化基团处理,并与范德华斯密度梯度理论相结合,以系统方式表征了几种全氟化化合物,并使用相同的工具。为此,在包括临界区在内的不同热力学条件下评估了密度,蒸气压,表面张力,热容和声速。该方程的分子参数是通过拟合蒸气-液体平衡数据而获得的,并以可转移的方式用于计算剩余特性。特定的重归一化组处理允许与远离和接近临界点的实验数据进行定量吻合,并具有一组独特的参数。密度梯度理论处理能够精确评估表面张力,再现实验观察到的低值。该方程的传递能力不仅可以很好地描述相和界面性质,而且还可以以纯预测性的方式在计算一相平衡区域的导数性质时具有很​​好的准确性。

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