4. Given the molar Gibbs Free Energy G expression for a binary mixture: G= G, x, + G, x, + X, X2 (a x, + b x,) + RT (x, In x, X, In x,) where a and b are functions of T, . G, and G, are molar G for...


4. Given the molar Gibbs Free Energy G expression for a<br>binary mixture:<br>G= G, x, + G, x, + X, X2 (a x, + b x,) + RT (x, In x,<br>X, In x,)<br>where a and b are functions of T, . G, and G, are<br>molar G for pure 1 and 2.<br>Derive the equations for<br>а.<br>and<br>the chemical<br>potentials of 1 and 2.<br>Give the limiting values of H and u, as x, à 0, and as<br>х а 1.<br>b.<br>Derive the equations for the activity coefficients In<br>Y, and In y2.<br>

Extracted text: 4. Given the molar Gibbs Free Energy G expression for a binary mixture: G= G, x, + G, x, + X, X2 (a x, + b x,) + RT (x, In x, X, In x,) where a and b are functions of T, . G, and G, are molar G for pure 1 and 2. Derive the equations for а. and the chemical potentials of 1 and 2. Give the limiting values of H and u, as x, à 0, and as х а 1. b. Derive the equations for the activity coefficients In Y, and In y2.

Jun 07, 2022
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