7.4 Mechanism of reaction and catalysis (ESCN8)

Earlier it was mentioned that it is the collision of particles that causes reactions to occur and that only some of these collisions are successful. This is because the reactant particles have a wide range of kinetic energies, and only a small fraction of the particles will have enough energy (and the correct orientation) to actually break bonds so that a chemical reaction can take place. The minimum energy that is needed for a reaction to take place is called the activation energy. For more information on the energy of reactions, refer to Grade 11 (Chapter 12).

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Activation Energy (ESCN9)

Activation power

The minimum energy required for a chemical reaction to proceed.

Even at a fixed temperature, the energy of the particles varies, meaning that only some of them will have enough energy to be part of the chemical reaction, depending on the activation energy for that reaction (Figure 7.9). Increasing the reaction temperature has the effect of increasing the number of particles with enough energy to take part in the reaction, and increasing the reaction rate.


Figure 7.9: The distribution of particle kinetic energies at a fixed temperature.

Remember that a molecule must have energy greater than the activation energy, as well as the correct orientation, for the reaction to take place.

Increasing the temperature of a reaction mixture raises the average kinetic energy of the particles. As can be seen on the graph (Figure 7.10), a higher proportion of the particles can now react making the reaction faster. With the increased movement of the molecules the chances of a molecule having the correct orientation is also increased.


Figure 7.10: The distribution of particle kinetic energies with an increase in temperature. There is an increased number of particles with sufficient energy due to the higher temperature.

An endothermic reaction can be represented by:

( extReactants + colorred extEnergy o extProducts) i.e. a reaction that absorbs energy

This can be shown in an activation energy diagram (Figure 7.11). These graphs are also sometimes called a reaction profile or a potential energy graph.


Figure 7.11: An activation energy diagram with reactant energy lower than product energy, i.e. endothermic

An exothermic reaction can be represented by:

( extReactants o extProducts + colorred extEnergy) i.e. a reaction that releases energy

This can be shown in an activation energy diagram (Figure 7.12):


Figure 7.12: An activation energy diagram with reactant energy greater than product energy, i.e. exothermic

Revise this section from Grade 11 (Activation energy, Section 12.3).

How do catalysts work? (ESCNB)

A catalyst increases reaction rates in a slightly different way from other methods of increasing reaction rate. The function of a catalyst is to lower the activation energy so that a greater proportion of the particles have enough energy to react. A catalyst can lower the activation energy for a reaction by:

orienting the reacting particles in such a way that successful collisions are more likely

reacting with the reactants to form an intermediate that requires lower energy to form the product

Some metals e.g. platinum, copper and iron can act as catalysts in certain reactions. In our own bodies, we have enzymes that are catalysts, which help to speed up biological reactions. Catalysts generally react with one or more of the reactants to form a chemical intermediate, which then reacts to form the final product. The chemical intermediate is sometimes called the activated complex.

The following is an example of how a reaction involving a catalyst might proceed. A and B are reactants, (colorblue extC) is the catalyst, and D is the product of the reaction of A and B.

Step 1: ( extA + colorblue extC o extAcolorblue extC)

Step 2: ( extB + extAcolorblue extC o extAcolorblue extC extB)

Step 3: ( extAcolorblue extC extB o colorblue extC + extD)

( extAcolorblue extC extB) represents the intermediate chemical. Although the catalyst ((colorblue extC)) is consumed by reaction 1, it is later released again by reaction 3, so that the overall reaction with a catalyst is as follows:

( extA + extB + colorblue extC o extD + colorblue extC)

You can see from this that the catalyst is released at the end of the reaction, completely unchanged. Without a catalyst the overall reaction would be:

( extA + extB) ( o) ( extD)

The catalyst has provided an alternative set of reaction steps, which we refer to as an alternative pathway. The pathway involving the catalyst requires less activation energy and is therefore faster.

This can be seen in the following diagram (Figure 7.13).


Figure 7.13: The proportion of particles that have enough energy to react is increased in the presence of a catalyst.


A catalyst speeds up a chemical reaction, without being consumed by the reaction. It increases the reaction rate by lowering the activation energy for a reaction.

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Energy diagrams are useful to illustrate the effect of a catalyst on reaction rates. Catalysts decrease the activation energy required for a reaction to proceed (shown by the smaller magnitude of the activation energy on the energy diagram in Figure 7.14), and therefore increase the reaction rate. Remember that with a catalyst, the average kinetic energy of the molecules remains the same but the required energy decreases (Figure 7.13).


Figure 7.14: The effect of a catalyst on the activation energy of an endothermic reaction. The catalyst would act in the same way for an exothermic reaction.

Reaction rates

For each of the following, say whether the statement is true or false. If it is false, re-write the statement correctly.

( ext5) ( extg) of zinc pieces are added to ( ext400) ( extcm$^3$) of ( ext0,5) ( extmol·dm$^-3$) hydrochloric acid. To investigate the average rate of the reaction, the change in the mass of the flask containing the zinc and the acid is measured by placing the flask on a direct reading balance. The reading on the balance shows that there is a decrease in mass during the reaction. The reaction which takes place is given by the following equation:

( extZn( exts) + 2 extHCl( extaq)) ( o) ( extZnCl_2( extaq) + extH_2( extg))