Derive approximate expression by regular solution theory

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The discussion revolves around deriving an approximate expression using regular solution theory, with a focus on the interaction parameter and its relation to the Flory-Huggins solution theory. The entropy of mixing is referenced, along with the molar enthalpy of mixing expressed as RTχx1x2, where x1 and x2 are the mole fractions. Participants are encouraged to derive the molar Gibbs energy of mixing and to establish the criterion for solubility limits in terms of ΔG. The conversation highlights the challenges in finding relevant sources and clarifies the need for a more specific question to facilitate better responses. Overall, the discussion seeks to deepen understanding of regular solution theory in the context of chemical interactions.
alan
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The question is about to derive an approximate expression by regular solution theory, It is difficult for me to find relevant source on this question. However, the question to me is so vague that I do not know how to answer.

What I have tried is to search what the interaction parameter is, it gives me the

Flory–Huggins solution theory.
For regular solution, it is in the domain on chemistry.
Please have a look on the attachment.
螢幕快照 2017-03-21 00.03.48.png
 
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The wikipedia article gives you the expression for the entropy of mixing. In terms of the interaction parameter, the molar enthalpy of mixing is RTχx1x2, where x1 and x2 are the mole fractions of the two components. Can you get an expression for the molar Gibbs energy of mixing? What would be the criterion, in terms of ΔG, for the limit of solubility?
 
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