Empirical model of the Gibbs free energy for saline solutions of arbitrary concentration: Application for H2O-NaCl solutions at 423.15K-573.15K and pressures from saturation up to 5kbar
Mikhail V. Ivanov (1), Sergey A. Bushmin (1) ((1) Institute of, Precambrian Geology, Geochronology, Russian Academy of Sciences., Sankt-Petersburg, Russia)

TL;DR
This paper presents an empirical, analytical model for the Gibbs free energy of saline solutions, accurately describing H2O-NaCl solutions across wide concentration, temperature, and pressure ranges, useful for thermodynamic property predictions.
Contribution
The authors develop a simple four-parameter analytical model for Gex that accurately fits experimental data for H2O-NaCl solutions from dilute to saturated concentrations, extending to high pressures up to 5 kbar.
Findings
Accurately reproduces experimental osmotic coefficients across concentrations.
Extends model applicability to high pressures up to 5 kbar.
Provides thermodynamic properties for H2O-NaCl solutions over wide conditions.
Abstract
An empirical model of the concentration dependence of the excess Gibbs free energy Gex for saline solutions is proposed. Our simple analytical form of Gex allows obtaining equations of state of saline solutions equally precise in the whole range of the salt concentrations, from dilute solutions up to the limit of solubility. Our equation for Gex includes one term responsible for concentration dependence of Gex at low salt concentrations and two terms of Margules type dependent on powers of mole fractions of the components. These terms contain four parameters dependent on temperature and pressure. As an example of application of the proposed model we took the system H2O-NaCl. For fixed T and P, our four-parameter form of Gex allows precisely reproduce experimental data for NaCl water solutions, including both regions of low and high concentrations. An introduction of temperature…
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Taxonomy
TopicsSpectroscopy and Quantum Chemical Studies · Phase Equilibria and Thermodynamics · Advanced Thermodynamics and Statistical Mechanics
