Fig. 6.1 A + B → AB in a closed boxABABreactedcatalyst on
Steeper = faster. The curve flattens as reactants are used up. 60 s recorded — restart to run again.
Only particles in the shaded area can react. Heating flattens the curve; a catalyst moves Eₐ left.
A catalyst gives a lower hill. Reactants, products and ΔH stay exactly the same.
Readings
last 3 s
A–B collisions
— /s
with E ≥ Eₐ
…
successful = rate
— /s
product AB
0 / 40
§1 The big idea
Two conditions for a reaction.
The rate of reaction depends on the number of successful collisions per unit time. Anything that makes successful collisions happen more often makes the reaction faster.
i.
Particles must collide
Reactant particles can only react if they actually meet. The more often they collide — the higher the collision frequency — the more chances they have.
ii.
With at least the activation energy
A collision only succeeds if it has enough energy. Activation energy, Eₐ, is the minimum energy colliding particles need in order to react.
§2 Factor by factor
What changes, and why.
Each factor works through one or both conditions. Try it loads that change into the lab above.
Temperature
frequency + energy
Particles gain kinetic energy and move faster
More frequent collisions
A greater proportion of collisions have E ≥ Eₐ
More successful collisions per unit time
The energy effect is the big one — don’t stop at “they collide more often”.
Concentration
frequency
More particles per unit volume
Particles closer together
More frequent collisions
More successful collisions per unit time
Say “per unit volume”, not just “more particles”. The share of successful collisions doesn’t change.
Pressure
frequency
Same gas particles in a smaller volume
More particles per unit volume
More frequent collisions
More successful collisions per unit time
Only for reactions involving gases. It works exactly like higher concentration.
Catalyst
energy
Provides an alternative pathway
…with a lower activation energy
A greater proportion of collisions succeed
More successful collisions per unit time
A catalyst does not give particles more energy, and it is not used up.
Increase…
Collision frequency
Share with E ≥ Eₐ
Rate
Temperature
↑
↑ big effect
↑
Concentration
↑
no change
↑
Pressure (gases)
↑
no change
↑
Catalyst
no change
↑ lower Eₐ
↑
§3 Exam technique
Write it for full marks.
Examiners look for a complete chain: change → particles → collisions → successful collisions per unit time → rate.
Model answer · 3 marks
Explain, in terms of particles, why increasing the temperature increases the rate of reaction.
M1Particles have more (kinetic) energy / move faster.
M2Collisions are more frequent (more collisions per second).
M3A greater proportion of collisions have energy greater than or equal to the activation energy — so more successful collisions per second.
§4 Quick check
Did it stick?
Five questions. Your score is saved on this device and fills in the topic on the syllabus map.
What is meant by activation energy?
Eₐ is a minimum — a threshold. Collisions with less energy than this just bounce apart.
Which change increases the rate without changing the share of collisions that succeed?
Concentration only changes how often particles collide. Temperature and catalysts both change the proportion with energy ≥ Eₐ.
How does a catalyst increase the rate of reaction?
Particle energies are unchanged — the energy hill is lower, so more collisions get over it. The catalyst is chemically unchanged at the end.
Increasing the pressure would speed up which reaction?
Pressure only matters when the reactants are gases: squeezing them puts more particles in each unit of volume.
On a graph of product against time, what shows the fastest rate?
Rate is how quickly product forms — the gradient. The final height depends on how much reactant there was.
Next: measuring the rate.
Gas syringes, mass loss and drawing tangents are the next lesson in this topic.