The Phase Rule and Its ApplicationsFindlay, Alexander
Science
The Phase Rule and Its Applications
Findlay, Alexander
Chemistry, Physical and theoretical; Phase rule and equilibrium; Solution (Chemistry)
Solubility Curve at Higher Temperatures.--On passing to the consideration
of the solubility curves at higher temperatures, two chief cases must be
distinguished.
(1) The two components in the fused state can mix in all proportions.
(2) The two components in the fused state cannot mix in all
proportions.
1. _Complete Miscibility of the Fused Components._
[Illustration: FIG. 28.]
The best example of this which has been studied, so far as anhydrous salts
and water are concerned, is that of silver nitrate and water. The
solubility of this salt at temperatures {115} above 100° has been studied
chiefly by Etard[190] and by Tilden and Shenstone.[191] The values obtained
by Etard are given in the following table, and represented graphically in
Fig. 28.
SOLUBILITY OF SILVER NITRATE.
---------------------------------------------------
Temperature. |Parts of dry salt in 100 parts
| of solution.
--------------------+------------------------------
-7° | 46.2
-1° | 52.1
+5° | 56.3
10° | 61.2
20° | 67.8
40.5° | 76.8
73° | 84.0
135° | 92.8
182° | 96.9
---------------------------------------------------
In this figure the composition of the solution is expressed in parts of
silver nitrate in 100 parts by weight of the solution, so that 100 per
cent. represents pure silver nitrate. As can be seen, the solubility
increases with the temperature. At a temperature of about 160° there should
be a break in the curve due to change of crystalline form (p. 63). Such a
change in the direction of the solubility curve, however, does not in any
way alter the essential nature of the relationships discussed here, and may
for the present be left out of account. On following the solubility curve
of silver nitrate to higher temperatures, therefore, the concentration of
silver nitrate in the solution gradually increases, until at last, at a
temperature of 208°,[192] the melting point of pure silver nitrate is
reached, and the concentration of the water has become zero. The curve
throughout its whole extent represents the equilibrium between silver
nitrate, solution, and vapour. Conversely, starting with pure silver
nitrate in contact with the fused salt, addition of water will lower the
melting point, _i.e._ will lower the temperature at which the solid salt
can exist in contact with the liquid; {116} and the depression will be all
the greater the larger the amount of water added. As the concentration of
the water in the liquid phase is increased, therefore, the system will pass
back along the curve from higher to lower temperatures, and from greater to
smaller concentrations of silver nitrate in the liquid phase. The curve in
Fig.
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