sub regular solution model

Thus the subregular model is simply a weighted average of two regular solution models fitted to the data near the two terminal segments of a binary solution.

?GM the essential term in all thermodynamic models for solutions. Ideal Solution In the regular solution model

fractions; the model may be termed a “sub-regular” solution. The equations for the terminal solubility curves of elements with the same lattice structure.

Hildebrandt Real Solution model considers binary interactions. The odds of a binary interaction of Sub-regular solution model. Redlich-Kister Expression ...

multicomponent subregular solutions. INrnonucrroN. The subregular or asymmetric mixing model has been used extensively in the geological metallurgical

sub-sub-regular solution model has smaller mean absolute deviations than those of prediction model but the second model has the advantage of computing 

The paper presents a new model of interaction applicable to systems of binary alloys. This model is a generalisation of Hardy (for sub-regular solution) 

develop a thermodynamic description of the oxide solid solution with rutile structure. Using the subregular solution model the enthalpy of mixing can be 

X concentration by using the calculated solution enthalpies and sub-regular solution model. While the enthalpies of the alpha-.

A Regular Solutions: A Simple Example of a Real Solution • The simplest non-ideal solution model that works beyond the Henry’s Law model is the regular solution model The basic assumption of the simplest regular solution model is that when components A and B mix they mix randomly

The term “regular solution”was proposed to describe mixtures whose properties when plotted var-ied in an aesthetically regular manner; a regular solution although notideal would still contain a random distribution of the constituents

• The sublattice model has been used extensively to describe interstitial solutions carbides oxides intermetallic phases etc • It is often called the compound energy formalism (CEF) because it is assumed that the compound energies are independent of composition • In this model Gibbs energy is usually expressed in moles per