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Margules Equations for Ternary and Higher Order Systems

Margules Equations for Ternary and Higher Order Systems [Pg.387]

Similarly, we can derive the analogous equation for a ternary, asymmetric solution by summing expressions (15.33) for a mixture of three asymmetric binary solutions of the same three components  [Pg.388]

The brackets here show the original three asymmetric binary solutions we have mixed. Equation (15.44) is also used with a seventh term, a constant, on the right-hand side. [Pg.388]


Margules equations for ternary and higher order systems... [Pg.312]




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