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- 2014 AIChE Annual Meeting
- Engineering Sciences and Fundamentals
- Thermophysical Properties and Phase Behavior III
- (534b) New Generation SAFT Association for Electrolyte Systems
Statistical associating fluid theory (SAFT) is a chemical equilibrium based theory and hence has the potential to describe electrolyte systems over the temperature and pressure range of interest. The thermodynamic modeling of aqueous electrolyte solutions using the SAFT model has been applied by several research groups to ionic systems by combining SAFT with integral equation approaches – some using a primitive model and some a civilized approach. In primitive models, ions represented by hard spheres are present in a dielectric continuum of the solvent. In civilized or non-primitive models, a molecular representation of solvent as hard sphere is used along with ions. In general, in the SAFT based approaches for electrolyte systems, association between solvent and ion is used to account for solvation of the ions. In the SAFT association term, used with different versions of SAFT and CPA, the ions are modeled as segments with directional sites. For ions where charge is uniform over the molecule such a representation may not be able to give the true picture. Recently, Marshall and Chapman1–3 developed a theory, for self-assembling mixtures of particles with directional as well as spherically symmetric attractions. A comparison of the association scheme with spherically symmetric sites for ions versus SAFT based association with fixed number of sites will be presented. As an example, thermodynamic properties of aqueous solutions of alkali halides will be presented using the present modified association scheme. Extensions to higher temperatures will also be presented.
1. Marshall, B. D. & Chapman, W. G. Molecular theory for self assembling mixtures of patchy colloids and colloids with spherically symmetric attractions: The single patch case. J. Chem. Phys. 139, 104904 (2013).
2. Marshall, B. D. & Chapman, W. G. Thermodynamic perturbation theory for self assembling mixtures of multi-patch colloids and colloids with spherically symmetric attractions. Soft Matter 9, 11346–11356 (2013).
3. Wertheim, M. S. Fluids with highly directional attractive forces. III. Multiple attraction sites. J. Stat. Phys. 42, 459–476 (1986).