There are reactions where one can see the reverse action also to be active and see the equilibrium point. In this case
A + B → C + D and
C+D → A+B both reactions keep taking place.
At the point of equilibrium the rate of both reactions is same. Formation of A+B is equal to consumption of A+B.
Rate of forward reaction = k-f[A][B]
Rate of reverse reaction or backward reaction = k-r[C][D]
Therefore k-f[A][B] = k-r[C]{D]
This gives k-f/k-r = [C]{D]/[A][B]
The equilibrium constant is always written as products by reactants.
For the a general reaction
aA + bB ↔ cC+dD (Normal two arrows are used for reversible reaction. Only one arrow with heads on both sides is used here to tide over the inability to show two arrows.)
k-eq = [C]^c[D]^d/[A]^a[B]^b
The equilibrium constant may or may not have units.
In the case of 2A ↔ 2B +C
The units of equilibrium constant are going to be: (mol/l)^2(mol/l)/(mol/l)^2
= mol/l
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