(A)
Interpretation:
The best estimate of the triple point pressure and temperature.
Concept Introduction:
The Clausius Clapeyron equation to obtain the value of
Here, temperature for phases 3 and 4 is
The Clausius Clapeyron equation to obtain the value of
Here, temperature for phases 1 and 2 is
The expression to obtain the pressure at triple point is,
Here, temperature at transition point is
The expression to obtain the pressure at transition point is,
(B)
Interpretation:
The best estimate of pressure at which solid-liquid equilibrium occurs at
Concept Introduction:
The Clapeyron Equation to model solid-liquid equilibrium is,
Here, molar volume for liquid and solid state is
The change in molar enthalpy of sublimation is,
(C)
Interpretation:
The best estimate of the temperature at which the liquid vapor equilibrium occurs at
Concept Introduction:
The expression to obtain the temperature at which liquid-vapor equilibrium occurs at
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