At 50.14 K a substance has a vapor pressure of 258.9 torr. Calculate its heat of vaporization in kJ/mol it if has a vapor pressure of 161.2 torr at 277.5 K.
Answer – Given, vapor pressure P1 = 258.9 torr, T1 = 50.14 K
T2 = 277.5 K , vapor pressure, P2 = 161.2 torr , ΔHvap = ? kJ/mol
According to Clausius Clapeyron equation –
ln P1/ P2 = ΔHvap / R *( 1/T2 -1/T1)
ln 258.9 torr / 161.2 torr = ΔHvap / 8.314 J.mol-1.K-1 * ( 1/277.5 K – 1/50.14 K)
0.474 = ΔHvap / 8.314 J.mol-1.K-1 * -0.0163 K
ΔHvap= 0.474 * 8.314 / -0.0163 K
= -241.1 J/mol
= -0.241 kJ/mol
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