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)
-------------+-----------------+--------------+--------------------
| | |
Temperature. | Pressure in cm. | Temperature. | Pressure in cm.
| mercury. | | mercury.
-------------+-----------------+--------------+--------------------
| | |
-10° | 0.213 | 120° | 148.4
0° | 0.458[29] | 130° | 201.9
+20° | 1.752 | 150° | 356.8
40° | 5.516 | 200° | 1162.5
60° | 14.932 | 250° | 2973.4
80° | 35.54 | 270° | 4110.1
100° | 76.00 | 364.3° | 14790.4 (194.6 atm.)
| | (critical | (critical pressure).
| | temperature) |
-------------+-----------------+--------------+--------------------
The pressure is, of course, independent of the relative or absolute volumes
of the liquid and vapour; on increasing the volume at constant temperature,
a certain amount of the liquid will pass into vapour, and the pressure will
regain its former value. If, however, the pressure be permanently
maintained at a value different from that corresponding to the temperature
employed, then either all the liquid will pass into vapour, or all the
vapour will pass into liquid, and we shall have either vapour alone or
liquid alone.
Upper Limit of Vaporization Curve.--On continuing to add heat to water
contained in a closed vessel, the pressure of the vapour will gradually
increase. Since with increase of pressure the density of the vapour must
increase, and since with rise of temperature the density of the liquid must
decrease, a point will be reached at which the density of liquid and vapour
become identical; the system ceases to be heterogeneous, and passes into
one homogeneous phase. The temperature at which this occurs is called the
_critical temperature_. To this temperature there will, of course,
correspond a certain definite pressure, called the _critical pressure_. The
curve representing the {24} equilibrium between liquid and vapour must,
therefore, end abruptly at the critical point. At temperatures above this
point no pressure, however great, can cause the formation of the liquid
phase; at temperatures above the critical point the vapour becomes a gas.
In the case of water, the critical temperature is 364.3°, and the critical
pressure 194.6 atm.; at the point representing these conditions the
vapour-pressure curve of water must cease.
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.
Join the Discussion
Join the discussion
Sign in to leave a comment or review.
Sign InorCreate an account