Multi-Step Reactions (Cambridge (CIE) A Level Chemistry)
Revision Note
Kinetics of Multi-Step Reactions
The reaction mechanism of a reaction describes how many steps are involved in the making and breaking of bonds during a chemical reaction
It is the slowest step in a reaction and includes the reactants that have an impact on the reaction rate when their concentrations are changed
Therefore, all reactants that appear in the rate equation will also appear in the rate-determining step
This means that zero-order reactants and intermediates will not be present in the rate-determining step
Predicting the reaction mechanism
The overall reaction equation and rate equation can be used to predict a possible reaction mechanism of a reaction
For example, nitrogen dioxide (NO2) and carbon monoxide (CO) react to form nitrogen monoxide (NO) and carbon dioxide (CO2)
The overall reaction equation is:
NO2 (g) + CO (g) → NO (g) + CO2 (g)
The rate equation is:
Rate = k [NO2]2
From the rate equation, it can be concluded that the reaction is zero order with respect to CO (g) and second order with respect to NO2 (g)
This means that there are two molecules of NO2 (g) involved in the rate-determining step
A possible reaction mechanism could therefore be:
Step 1:
2NO2 (g) → NO (g) + NO3 (g) slow (rate-determining step)
Step 2:
NO3 (g) + CO (g) → NO2 (g) + CO2 (g) fast
Overall:
2NO2 (g) +NO3(g)+ CO (g) → NO (g) +NO3(g)+NO2(g)+ CO2 (g)Which simplifies to NO2 (g) + CO (g) → NO (g) + CO2 (g)
Predicting the reaction order & deducing the rate equation
The order of a reactant and thus the rate equation can be deduced from a reaction mechanism given that the rate-determining step is known
For example, the reaction of nitrogen oxide (NO) with hydrogen (H2) to form nitrogen (N2) and water
2NO (g) + 2H2 (g) → N2 (g) + 2H2O (l)
The reaction mechanism for this reaction is:
Step 1:
NO (g) + NO (g) → N2O2 (g) fast
Step 2:
N2O2 (g) + H2 (g) → H2O (l) + N2O (g) slow (rate-determining step)
Step 3:
N2O (g) + H2 (g) → N2 (g) + H2O (l) fast
The second step in this reaction mechanism is the rate-determining step
The rate-determining step consists of:
N2O2 which is formed from the reaction of two NO molecules
One H2 molecule
The reaction is, therefore, second order with respect to NO and first order with respect to H2
So, the rate equation becomes:
Rate = k [NO]2 [H2]
The reaction is, therefore, third-order overall
Identifying the rate-determining step
The rate-determining step can be identified from a rate equation given that the reaction mechanism is known
For example, propane (CH3CH2CH3) undergoes bromination under alkaline solutions
The overall reaction is:
CH3CH2CH3 + Br2 + OH- → CH3CH2CH2Br + H2O + Br-
The reaction mechanism is:
Reaction mechanism of the bromination of propane under alkaline conditions
The rate equation is:
Rate = k [CH3CH2CH3] [OH-]
From the rate equation, it can be deduced that only CH3COCH3 and OH- are involved in the rate-determining step and not bromine (Br2)
CH3COCH3 and OH- are only involved in step 1
Therefore, the rate-determining step is step 1 of the reaction mechanism
Identifying intermediates & catalyst
When a rate equation includes a species that is not part of the chemical reaction equation then this species is a catalyst
For example, the halogenation of butanone under acidic conditions
The reaction mechanism is:
CH3CH2COCH3 + I2 CH3CH2COCH2I + HI
The reaction mechanism is:
Reaction mechanism of the halogenation of butanone under acidic conditions
The rate equation is:
Rate = k [CH3CH2COCH3] [H+]
The H+ is not present in the chemical reaction equation but does appear in the rate equation
H+ must therefore be a catalyst
Furthermore, the rate equation suggests that CH3CH2COCH3 and H+ must be involved in the rate-determining (slowest) step
The CH3CH2COCH3 and H+ appear in the rate-determining step in the form of an intermediate (which is a combination of the two species)
The intermediate formed in the reaction of CH3CH2COCH3 and H+
This intermediate is formed in the rate-determining step
You've read 0 of your 5 free revision notes this week
Sign up now. It’s free!
Did this page help you?