Summary

In contrast with kinetics, which is a study of how quickly reactions occur, a study of equilibria indicates how far reactions will go. Le Chatelier’s principle can be used to predict the effects of changes in temperature, pressure and concentration on the yield of a reversible reaction. This has important consequences for many industrial processes. The further study of the equilibrium constant, Kc, considers how the mathematical expression for the equilibrium constant enables us to calculate how an equilibrium yield will be influenced by the concentration of reactants and products

Specification

3.1.6.1 Chemical equilibria and Le Chatelier's principle

Many chemical reactions are reversible.

In a reversible reaction at equilibrium:

• forward and reverse reactions proceed at equal rates

• the concentrations of reactants and products remain constant

Le Chatelier's principle can be used to predict the effects of changes in temperature, pressure and concentration on the position of equilibrium in homogeneous reactions.

A catalyst does not affect the position of equilibrium.

Students should be able to:

• use Le Chatelier’s principle to predict qualitatively the effect of changes in temperature, pressure and concentration on the position of equilibrium

• explain why, for a reversible reaction used in an industrial process, a compromise temperature and pressure may be used.

3.1.6.2 Equilibrium constant Kc for homogeneous systems

The equilibrium constant Kc is deduced from the equation for a reversible reaction.

The concentration, in mol dm–3, of a species X involved in the expression for Kc is represented by [X]

The value of the equilibrium constant is not affected either by changes in concentration or addition of a catalyst.

Students should be able to:

• construct an expression for Kc for a homogeneous system in equilibrium

• calculate a value for Kc from the equilibrium concentrations for a homogeneous system at constant temperature

• perform calculations involving Kc

• predict the qualitative effects of changes of temperature on the value of Kc

Notes