written 8.0 years ago by | • modified 8.0 years ago |
i) lce(s) $⇔$ water(l) $⇔$ water vapour(g) ii) Water $⇔$ water vapour
FE > Semester 1 > Applied Chemistry 1
Marks : 05
Years : DEC 2015
written 8.0 years ago by | • modified 8.0 years ago |
i) lce(s) $⇔$ water(l) $⇔$ water vapour(g) ii) Water $⇔$ water vapour
FE > Semester 1 > Applied Chemistry 1
Marks : 05
Years : DEC 2015
written 8.0 years ago by |
Statement – If the equilibrium of a heterogeneous system is not influenced by gravitational, electrical or magnetic forces or by surface action but only by temperature, pressure and concentration , then the number of degrees of freedom of the system is related to the number of components and phases by the phase rule equation-
$F=C−P+2F \\ F =C−P+2$
For any system at equilibrium at definite temperature and pressure.
i) lce(s) ⇔ water(l) ⇔ water vapour(g)
$C=1, P=3 -(given) \\ F =C−P+2 \\ =1-3+2 \\ F =0$
ii) Water ⇔ water vapour
$C=1, P=2 -(given) \\ F =C−P+2 \\ =1-2+2 \\ F =1$