Using a thermodynamic table below , determine the bond energy of F2, along with the fraction of diatomics that have sufficient energy to react at 298K and 500K.
ΔH°f (kJ mol-1) |
ΔG°f (kJ mol-1) |
S°m (J mol-1 K-1) |
Cp,m (J mol-1 K-1) |
Molecular weight |
|
F2(g) |
0 |
0 |
202.8 |
31.3 |
38.00 |
F(g) |
79.4 |
62.3 |
158.8 |
22.7 |
19.00 |
2 F -> F2
at 298 K
K=0.144
at 500 K
K=0.22
data point 1
(0.16, 298 K)
data point 2
(0.22, 500K)
slpoe of line with these data points where y coordinate is ln(K)
and x coordinate is 1/T = 236.04
activation energy/R = 236.04
fraction of diatomics that have sufficient energy to react at 298K =
=
=0.45 = action of diatomics that have sufficient energy to react at 298K
at 500 K
=
0.623= action of diatomics that have sufficient energy to react at 500 K
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