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)
On following the solubility curve of the hexahydrate from the ordinary
temperature upwards, it is seen that at a temperature of 29.8° represented
by the point H, it cuts the solubility curve of the [alpha]-tetrahydrate.
This point is therefore a quadruple point at which the four phases
hexahydrate, [alpha]-tetrahydrate, solution, and vapour can coexist. It is
also the transition point for these two hydrates. Since, at temperatures
above 29.8°, the [alpha]-tetrahydrate is the stable form, it is evident
from the data given before (p. 146), as also from Fig. 38, that the portion
of the solubility curve of the hexahydrate lying above this temperature
represents _metastable_ equilibria. The realization of the metastable
melting point of the hexahydrate is, therefore, due to suspended
transformation. At the transition point, 29.8°, the solubility of the
hexahydrate and [alpha]-tetrahydrate is 100.6 parts of CaCl_{2} in 100
parts of water.
The retroflex portion of the solubility curve of the hexahydrate extends to
only 1° below the melting point of the hydrate. At 29.2° crystals of a new
hydrate, [beta]-tetrahydrate, separate out, and the solution, which now
contains 112.8 parts of CaCl_{2} to 100 parts of water, is saturated with
respect to the two hydrates. Throughout its whole extent the solubility
curve EDF of the [beta]-tetrahydrate represents metastable equilibria. The
upper limit of the solubility curve of [beta]-tetrahydrate is reached at
38.4° (F), the point of intersection with the curve for the dihydrate.
Above 29.8° the stable hydrate is the [alpha]-tetrahydrate; and its
solubility curve extends to 45.3° (K), at which temperature it cuts the
solubility curve of the dihydrate. The curve of the latter hydrate extends
to 175.5° (L), and is then succeeded by the curve for the monohydrate. The
solubility curve of the anhydrous salt does not begin until a temperature
of about 260°. The whole diagram, therefore, shows a succession of stable
hydrates, a metastable hydrate, a metastable melting point and retroflex
solubility curve. {150}
Public-domain text, read in full here on John Shaqi.
Reviews
Reviews
No reviews yet
Be the first to share your thoughts on this work.
Elsewhere in the archive
Join the Discussion
Join the discussion
Sign in to leave a comment or review.
Sign InorCreate an account