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Physical chemistry     114


        constructed. This method is convenient and general, as the rules that govern the
        appearance of break and halt points apply to all phases and phase transitions.



                               Liquid-vapor phase diagrams

        When a completely miscible liquid mixture that is also an ideal solution (see Topic D1)
        is  heated  until  it  vaporizes,  a liquid-vapor phase diagram can be constructed. For all
        mixtures, the boiling points of pure A and pure B will be different. If the boiling point of
        pure A is greater than that of pure B, at any composition, more B will be in the vapor
        phase than A. Both vapor composition and liquid composition lines are drawn, leading to
        a phase diagram with information concerning the compositions of both liquid and vapor
        (Fig. 3).
           As  expected,  the two lines meet on the phase diagram when x A=0 at   , the
        boiling point of pure B and at x A=1 at   , the boiling point of pure A. Any mixture at a
        state point a, above these two lines will consist entirely of gas (vapor). Any mixture at
        state  point b, below the two lines, will consist entirely of liquid. However, for any
        mixture with a state point, c, between the lines, two phases, both liquid and vapor, will be
        present. The composition of the two






















                              Fig. 3. Temperature-composition plot
                              for the boiling point variation of an
                              ideal solution, plotted with regard to
                              both compositions.

        phases can again be determined by drawing a horizontal line through c and determining
        the points at which this intersects the boundaries of this two-phase region, with the vapor
        and liquid compositions given by the mole fractions at state points d and e respectively
        and the number of moles of vapor, n g, relative to liquid, n 1, again given by the Lever rule
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