About this experiment
Probe reaction-coordinate energy profiles and compare equal-time conversions. Lower a barrier with a catalyst, vary temperature and see which quantities change while reaction enthalpy stays fixed.
Learning goals
- Distinguish activation energy from reaction enthalpy.
- Use Arrhenius temperature dependence to compare rate constants.
- Explain why a catalyst changes both directional barriers without changing endpoint energies.
How to use it
- 1Click the energy profile to read the reactant, transition-state and product energies.
- 2Run an uncatalyzed exposure and save its conversion and rate constant.
- 3Add the catalyst and repeat the same exposure.
- 4Change reaction enthalpy independently and compare the forward and reverse barriers.
The model
Assumptions
- The smooth energy profiles are schematic reaction-coordinate diagrams rather than molecular potential calculations.
- The prefactor is fixed at one million per second. The time trace is an irreversible first-order disappearance law.
- The Arrhenius exponential is not a measured fraction of all molecular collisions. Orientation and detailed energy distributions are not resolved.
- A catalyst lowers the forward and reverse barriers by the same selected amount. It does not move either endpoint or calculate a new equilibrium yield.
Try this in class
- Q1Why can a small barrier reduction cause a large rate increase?
- Q2Why does a catalyst not change the reactant-to-product energy difference?
Frequently asked questions
Is the moving energy probe a reacting molecule?
No. It samples a schematic reaction coordinate independently of the physical exposure clock.
Can this irreversible trace predict equilibrium composition?
No. It isolates first-order conversion and the Arrhenius rate comparison. Equilibrium needs a reversible model.