Fugacity: It is derived from Latin, expressed as fleetness or escaping ...
Fugacity: It is derived from Latin, expressed as fleetness or escaping ...
Fugacity: It is derived from Latin, expressed as fleetness or escaping ...
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EFFECT OF TEMPERATURE ON EQUILIBRIUM CONSTANT K<br />
Gibb’s - Helmoholtz equation at constant pressure <strong>is</strong> given<br />
o G<br />
<br />
d <br />
T H<br />
o<br />
but G RT<br />
ln K<br />
2<br />
dT T<br />
RT<br />
ln K <br />
d <br />
T<br />
<br />
H d R ln K<br />
H<br />
<strong>or</strong><br />
<br />
2 2<br />
dT T dT T<br />
d ln K<br />
H<br />
Van't Hoff equation.<br />
2<br />
dT RT<br />
Th<strong>is</strong> may be integrated to find the effect of temperature on K<br />
K2<br />
T2<br />
<br />
When H<br />
<strong>is</strong> contant d lnK <br />
K1<br />
T1<br />
K2 ln<br />
K1<br />
H<br />
1 1 <br />
<br />
R T2 T1<br />
<br />
if K <strong>is</strong> known at T ,then<br />
K can be calculated at other T<br />
1 1<br />
ln K<br />
H<br />
dT 2<br />
RT<br />
2 2<br />
When H varies with T<br />
d<br />
dT<br />
0<br />
H<br />
2<br />
RT<br />
<br />
T<br />
I <br />
d ln K<br />
dT 2<br />
RT 2R 3R<br />
<br />
RT <br />
0<br />
<br />
<br />
ln T <br />
ln K = <br />
R 2R 6R<br />
RT<br />
G RT ln K<br />
2<br />
T T I<br />
M<br />
Where M <strong>is</strong> a consatnt of integration<br />
2<br />
0 ln T T T<br />
I <br />
G RT M<br />
<br />
R 2R 6R<br />
RT <br />
T T<br />
G T I MRT<br />
2 6<br />
2 3<br />
<br />
0<br />
ln T