Use the thermodynamic data provided below to determine ΔG (in
kJ/mol) for the condensation of NaCl at 138.08 °C if the initial
partial pressure of NaCl is 1.62 atm. Report your answer to one
decimal place in standard notation (i.e. 123.4 kJ/mol).
Substance | ΔH°f (kJ/mol) | S° (J mol-1K-1) | ||
NaCl (l) | -385.9 | 95.1 | ||
NaCl (g) | -181.4 | 229.8 |
Substance |
ΔH°f (kJ/mol) |
S° (J mol-1K-1) |
||
NaCl (l) |
-385.9 |
95.1 |
||
NaCl (g) |
-181.4 |
229.8 |
NaCl(g) --> NaCl (l)
S = 229.8J mol-1K-1 --> 95.1 J
mol-1K-1
dS = prod - reactant
dS =95.1 J mol-1K-1-229.8 J
mol-1K-1
= - 134.7 J mol-1K-1
=- 0.1347 kJ mol-1K-1
NaCl(g) --> NaCl (l)
H = -181.4KJ mol-1 --> -385.9K J
mol-1
dH = prod - reactant
dH =-385.9 K J mol-1-(-181.4) KJ mol-1
dH = - 204.5 KJ mol-1
138.08Celsius .... Kelvin temp = 411.23 K
dG = dH - TdS
dG = - 204.5 KJ mol-1- ( 411.23K) (- 0.1347kJ/K
mol)
dG = - 204.5 KJ mol-1+ 55.39 kJ / mol
dG = - 259.89 kJ/mol or -259.9 kJ/mol
Get Answers For Free
Most questions answered within 1 hours.