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)
The second method of manipulation depends on the fact that, while above or
below the transition point transformation of one form into the other can
take place, at the transition point the two forms undergo no change. The
bulb of the dilatometer is, therefore, charged with a mixture of the stable
and metastable forms and a suitable liquid, and is then immersed in a bath
at constant temperature. After the temperature of the bath has been
acquired, readings of the height of the meniscus are made from time to time
to ascertain whether expansion or contraction occurs. If expansion is
found, the temperature of the thermostat is altered until a temperature is
obtained at which a gradual contraction takes place. The transition point
must then lie between these two temperatures; and by repeating the
determinations it will be possible to reduce the difference between the
temperatures at which expansion and contraction take place to, say, 1°, and
to fix the temperature of the transition point, therefore, to within half a
degree. By this method the transition point, for example, of sulphur was
found to be 95.6° under a pressure of 4 atm.[400] The following are the
figures obtained by Reicher, who used a mixture {333} of 1 part of carbon
disulphide (solvent for sulphur) and 5 parts of turpentine as the measuring
liquid.
TEMPERATURE 95.1°.
-----------------------------------
Time in minutes. | Level of liquid.
-----------------------------------
5 | 343.5
30 | 340.5
55 | 335.75
65 | 333
-----------------------------------
TEMPERATURE 96.1°.
-----------------------------------
Time in minutes. | Level of liquid.
-----------------------------------
5 | 342.75
30 | 354.75
55 | 360.5
60 | 361.5
-----------------------------------
TEMPERATURE 95.6°.
-----------------------------------
Time in minutes. | Level of liquid.
-----------------------------------
5 | 368.75
100 | 368
110 | 368.75
-----------------------------------
At a temperature of 95.1° there is a contraction, _i.e._ monoclinic sulphur
passes into the rhombic, the specific volume of the former being greater
than that of the latter. At 96.1°, however, there is expansion, showing
that at this temperature rhombic sulphur passes into monoclinic; while at
95.6° there is neither expansion nor contraction. This is, therefore, the
transition temperature; and since the dilatometer was sealed up to prevent
evaporation of the liquid, the pressure within it was 4 atm.
Public-domain text, read in full here on John Shaqi.
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