- Redlich-Kister-Muggianu polynomial for substitutional, associated and pseudobinary solutions
- Kaufman-Kohler polynomial for multicomponent and pseudobinary solutions
- Margules equation for multicomponent solutions
- Kohler-Toop extrapolation for calculating excess properties from binary data
- multi-sublattice formalism
- two sublattice ionic model for stoichiometric and non-stoichiometric compounds
- two sublattice equivalent fraction formalism for molten salts
- Gaye cell model for ionic oxidic mixtures
- modified quasi-chemical formalism for ionic liquid mixtures
- Wagner model for metallic dilute solutions including interaction coefficients
- virial equation with interaction constants estimated from those of the pure species
- Debye-Hueckel limiting law of Pitzer's model for dilute aqueous solutions
- Pitzer model for concentrated aqueous solutions
- revised Helgeson-Kirkham-Flowers (HKF) aqueous solution model (up to 5 kbar and 1300K)
- Debye-Hueckel limiting law of Helgeson's model for dilute aqueous solutions
- C-H-O-S-N-Ar model for non-ideal mixtures up to 1 Mbar and 6000K
- Birch-Murnaghan model for P-V-T properties of pure solid phases up to 1 Mbar and 6000K
- model for calculating properties for solid solution phases and melts up to 1 Mbar and 6000K
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