Using the Clausius-Clapeyron equation,calculate the heat of vaporization for the vapour pressure of water at 85 degrees celcius is 0.5atm and at 95 degrees celcius is at 0.9atm.
ln(P1P2)=(HvapR)(1T2−1T1)ln(\frac{P_1}{P_2})=(\frac{H_{vap}}{R})(\frac{1}{T_2}-\frac{1}{T_1})ln(P2P1)=(RHvap)(T21−T11)
ln(0.50.9)=(HvapR)(1368−1358)ln(\frac{0.5}{0.9})=(\frac{H_{vap}}{R})(\frac{1}{368}-\frac{1}{358})ln(0.90.5)=(RHvap)(3681−3581)
(HvapR)=3363.06(\frac{H_{vap}}{R})= 3363.06(RHvap)=3363.06
(Hvap)=3363.06×8.3145=27962.16Jmol(H_{vap})= 3363.06×8.3145=27962.16 J mol(Hvap)=3363.06×8.3145=27962.16Jmol
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