Thermodynamic modeling for numerical simulations based on the generalized cubic equation of state
Theresa Trummler, Martin Glatzle, Alexander Doehring, Noah, Urban, Markus Klein

TL;DR
This paper develops a generalized thermodynamic model for cubic equations of state, enabling flexible CFD simulations and comparisons among different models like Peng-Robinson and Redlich-Kwong, validated against reference data.
Contribution
It introduces a unified formulation for cubic equations of state, facilitating generic implementation and comparison in CFD applications.
Findings
The generalized model accurately describes thermodynamic properties for various fluids.
The Redlich-Kwong-Peng-Robinson equation overcomes limitations of simpler models.
The provided Python library and OpenFOAM implementation enable practical use and validation.
Abstract
We further elaborate on the generalized formulation for cubic equation of state proposed by Cismondi and Mollerup [Fluid Phase Equilib. 232 (2005)]. With this formulation all well-known cubic equations of state can be described with a certain pair of values, which allows for a generic implementation of different equations of state. Based on this generalized formulation, we derive a complete thermodynamic model for computational fluid dynamics (CFD) simulations by providing the resulting correlations for all required thermodynamic properties. For the transport properties, we employ the Chung correlations. Our generic implementation includes the often used equations of state Soave-Redlich-Kwong and Peng-Robinson and the Redlich-Kwong-Peng-Robinson (RKPR) equation of state. The first two assume a universal compressibility factor and are therefore only suitable for fluids with a matching…
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Taxonomy
TopicsPhase Equilibria and Thermodynamics · Methane Hydrates and Related Phenomena · Advanced Thermodynamics and Statistical Mechanics
