Reaction rate – collision model (concentration, temperature, catalyst, surface area)

ChemistryKinetics & EquilibriumAges 15–16

Use with my class

Gas particle A collides with solid B (block or powder); only collisions with enough activation energy form product C. The graph of C particles over time keeps the previous run's curve so you can compare as you raise the concentration of A, raise the temperature (Arrhenius, van 't Hoff rule), add a catalyst, or crush B into powder; the average rate and the effective-collision probability update live. Two more views show the Maxwell–Boltzmann energy distribution with a movable Ea line (the shaded fraction with E ≥ Ea at two temperatures, with or without a catalyst) and an Arrhenius plot of ln k against 1/T for finding Ea from the gradient.

Lesson: Factors affecting reaction rate

What it shows

Collision theory explains reaction rate at the particle level: particles must collide, and only collisions with at least the activation energy Ea lead to products. A higher concentration makes collisions more frequent, powdering a solid exposes more surface, and a catalyst provides a pathway with a lower Ea. The Energy distribution view shows why temperature matters so much: the Maxwell–Boltzmann curve flattens and spreads to higher energies while its area stays the same, so the fraction of particles with E ≥ Ea rises sharply. The Arrhenius plot view links this to the rate constant, k = A·e^(−Ea/RT), and finds Ea from the gradient of ln k against 1/T.

How to use

In Particles, run the default settings, press Reset (keep previous curve) and change one factor, such as T +10 °C or the catalyst, to compare the slope with the gray curve. In Energy distribution, move the Ea slider or drag on the graph, tick Compare with T₂ and compare the shaded fractions. In Arrhenius plot, press Measure k at T at several temperatures and read Ea from the line of best fit.

Parameters you can change

  • Number of A particles (concentration) 10–80 particles
  • Temperature 0–100 °C
  • Catalyst present
  • Form of solid B Block (small surface area), Powder (large surface area)
  • View Particles, Maxwell–Boltzmann energy distribution, Arrhenius plot (ln k against 1/T)
  • Activation energy Ea (no catalyst) 10–100 kJ/mol
  • Comparison temperature T₂ 0–500 °C
  • Also draw the curve at T₂

Questions to explore

  1. Why does powdered coal burn much faster than a lump of coal of the same mass?
  2. Raising the temperature increases the rate for two reasons. What are they, and which one matters more?
  3. Is a catalyst used up in the reaction, and how does it speed up the formation of C?

Teaching ideas

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