Generalization of the van der Waals equation for anisotropic fluids in porous media
Myroslav Holovko, Volodymyr Shmotolokha

TL;DR
This paper extends the van der Waals equation to anisotropic fluids in porous media, analyzing how molecular shape, interactions, and porosity influence phase behavior, including gas-liquid-nematic transitions.
Contribution
It introduces a generalized van der Waals equation incorporating anisotropy and porosity, providing new insights into phase behavior of anisotropic fluids in porous environments.
Findings
Anisotropic shape shifts phase diagram to lower densities and higher temperatures.
Anisotropic attractive interactions widen the coexistence region.
Porosity decrease shifts phase diagram to lower densities and temperatures.
Abstract
The generalized van der Waals equation of state for anisotropic liquids in porous media consists of two terms.One of them is based on the equation of state for hard spherocylinders in random porous media obtained from the scaled particle theory.The second term is expressed in terms of the mean value of attractive intermolecular interactions.The obtained equation is used for the investigation of the gas-liquid-nematic phase behavior of a molecular system depending on the anisotropy of molecule shapes, anisotropy of attractive intermolecular interactions, and porosity of a porous medium.It is shown that the anisotropic phase is formed by the anisotropy of attractive intermolecular interactions and by the anisotropy of molecular shapes.The anisotropy of molecular shapes shifts the phase diagram to lower densities and higher temperatures.The anisotropy of attractive interactions widens…
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Taxonomy
TopicsScientific Research and Discoveries · Methane Hydrates and Related Phenomena · Cosmology and Gravitation Theories
