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Discrete perturbation theory for continuous soft-core potential fluids
12
Citations
34
References
2015
Year
Numerical AnalysisQuantum LiquidEngineeringFluid MechanicsGeometric Singular Perturbation TheorySimple LiquidSoft MatterThermodynamic ModellingMolecular ThermodynamicsVapor-liquid Phase DiagramBiophysicsPerturbation MethodPhysicsSingle Component FluidsSupercritical FlowMultiphase FlowDiscrete Perturbation TheorySingularly Perturbed ProblemApplied PhysicsFluid-solid Interaction
In this work, we present an equation of state for an interesting soft-core continuous potential [G. Franzese, J. Mol. Liq. 136, 267 (2007)] which has been successfully used to model the behavior of single component fluids that show some water-type anomalies. This equation has been obtained using discrete perturbation theory. It is an analytical expression given in terms of density, temperature, and the set of parameters that characterize the intermolecular interaction. Theoretical results for the vapor-liquid phase diagram and for supercritical pressures are compared with previous and new simulation data and a good agreement is found. This work also clarifies discrepancies between previous Monte Carlo and molecular dynamics simulation results for this potential.
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