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Solution

(E-1)

(9)

The relative velocity is



(1)

Calculate the ratio (kB/AB) (Let   AB)





Calculate the relative velocity



(E-2)

Calculate the frequency factor A



(E-3)

(E-4)



(E-5)

The value reported in Masel from Wesley is



Close, but no cigar as Groucho Marx would say.



For many simple reaction molecules the calculated frequency factor, Acalc is in good agreement with experiment. For other reactions, Acalc, can be an order of magnitude too high or too low. In general, collision theory tends to over predict the frequency factor A




Terms of cubic angstroms per molecule per second the frequency factor is

There are a couple of things that are troublesome about the rate of reaction given by Equation (10), i.e.



(10)

First and most obvious is the temperature dependence. A is proportional to the square root of temperature and so therefore is –rA, i.e.


However we know that the temperature dependence of the rate of chemical reaction on temperature is given by the Arrhenius equation


(11)

or

(12)



This shortcoming of collision theory along with the assumption that all collisions result in reaction will be discussed next.

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