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    Concentration of an ideal solution

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    An ideal solution with solute density 1.05 and solvent density 1.00 is subject to a huge gravity force field, a linear function of postition, F=kr, k is a constant and r is the position along the field. Derive the concentration as a function of T and position r along the field. (Hints: express gravitational potential as function of r, Gibbs free energy should be a function of this grav. potential and solute conc. at position r.)

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    Force is the negative 1st derivative of potential, so the gravitational potential must be U = -k r^2.
    The Gibbs energy must then be
    G = mu1*+RT ln X1 ...

    Solution Summary

    The answer is given a briefly explained. The concentration of an ideal solution for huge gravity force fields are given.

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