Find the Gibbs energy of vaporization of water (in J/mol) at a temperature of 373.15K and a pressure of 10 bar.
Given:
T = 373.15 K
P = 10 bar.
Solution:
We have to find delta G of vaporization.
Conversion of pressure to atm.
Pressure in atm = 10 bar x 1.0 atm / 1.01325 bar
= 0.9869 atm
Let’s show the equation.
H2O (l) --- > H2O (g)
Lets show the kp expression for this reaction.
Kp = p (H2O )
From this equation we can say kp of this reaction = pressure of H2O (g)
So kp = 0.9869 atm
We know the relation between kp and delta G
Delta G = - RTlnKp
Here Delta G is gibbs free energy , R is gas constant = 8.314 J / (K mol)
T = 373.15 K
Lets plug all the values in order to get Delta G
Delta G = -[ 8.314 x 373.15 x ln (0.9869)] J /mol
Delta G = + 40.91 J /mol
Answer : Delta G of this process = 40.91 J/mol
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