The total combinatory Gibbs free energy was successfully used to model the solubility of two purified asphaltenes in pure and mixed solvents, as well as the precipitation of asphaltenes from mixed solvents. Intrinsic viscosity and aggregate size both sensitively reflected the state of the asphaltene
Solubility and interaction parameters as references for solution properties. I. Exceptional mixing and excess functions
✍ Scribed by Jarl B. Rosenholm
- Publisher
- Elsevier Science
- Year
- 2009
- Tongue
- English
- Weight
- 333 KB
- Volume
- 146
- Category
- Article
- ISSN
- 0001-8686
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✦ Synopsis
of adhesive pressure interaction Interaction parameter Energy of mixing Excess energy Combinatory energy Residual energy
In order to focus on salient interactions it is customary to design a parameter network representing the reference (ideal) molecular behavior. Such reference properties are subtracted from the experimental data and the difference is analyzed. Each network is based on generally agreed thermodynamic dependent and independent variables defining unambiguously the state of the system. Unfortunately, more correction terms have been introduced making the relationship with traditional thermodynamic networks dependent on each system investigated. A critical comparison is made on the conceptual constraints introduced when developing the two most utilized reference thermodynamic networks. The first is represented by the standard mixing and excess functions of Gibbs free energy. The second represents tailored models involving van der Waals liquids and polymer solutions. Although the mixing and excess functions are formally same, their definition varies dramatically. Unfortunately this influences the analysis of divergence from the reference function, resulting in serious consequences as shown by the entropy and enthalpy obtained from temperature dependency. Moreover, entirely new functions relating to multiple solubility parameters in excess of standard van der Waals behavior are developed since reference data for these models are easily accessible.
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