2.2 Equilibrium and Yield
Assumed knowledge

This subtopic uses energy concepts from Stage 1 subtopics 2.3, 4.3, and 4.4, and links to Stage 2 subtopics 1.1 (ocean acidification), 4.2 (water treatment), and 4.3 (availability of soil nutrients).

Equilibrium graphs

Chemical systems may be open or closed.

Over time, reversible chemical reactions carried out in a closed system at fixed temperature eventually reach a state of chemical equilibrium.

The changes in concentrations of reactants and products, as a system reaches equilibrium, can be represented graphically.

  • Draw and interpret graphs representing changes in concentrations of reactants and products.

Video: What is Dynamic Equilibrium?

Video: Rates and Equilibrium (especially chapter 6)

Animated Notes

Simulation

Equilibrium analogy: migration between two cities with different appeal

Kc calculations

The position of equilibrium in a chemical system at a given temperature can be indicated by a constant, Kc, related to the concentrations of reactants and products.

  • Write Kc expressions that correspond to given reaction equations for homogeneous equilibrium systems.
  • Undertake calculations involving Kc and initial and/or equilibrium quantities of reactants and products for homogeneous equilibrium systems.

Videos: The Concepts | Applying the Concepts

Animated Notes

Practice program

Le Châtelier’s principle

The final equilibrium concentrations, and hence position of equilibrium, for a given reaction depend on various factors.

  • Predict and explain, using Le Châtelier’s principle, the effect on the equilibrium position of a system of a change in the:
    • concentration of a reactant or product
    • overall pressure of a gaseous mixture
    • temperature of an equilibrium mixture for which the  value for the forward or back reaction is specified.
  • Predict the change that occurred in a system, or whether a reaction is exothermic or endothermic, given the effect of the change on the equilibrium position of the system.

Equilibria Infographic

Animated Notes

UNSW Lecture Notes

ClickView Series

Practice questions