Question 1
4CH1/2C-style — dynamic equilibrium4 marksDefine a dynamic equilibrium. State the conditions necessary for a dynamic equilibrium to be established. Explain what is happening at the molecular level even though the bulk concentrations appear constant. (4 marks)
Model answer
Definition of a dynamic equilibrium.
A dynamic equilibrium is a state reached in a reversible reaction in a CLOSED system where:
- The rate of the FORWARD reaction = the rate of the BACKWARD reaction.
- As a result, the concentrations (and other macroscopic properties like colour, pressure, total mass) of all reactants and products REMAIN CONSTANT over time.
- The reaction has NOT stopped — it is still occurring in both directions.
Conditions necessary for a dynamic equilibrium.
- The reaction must be REVERSIBLE (can proceed in both directions). Written with ⇌.
- The system must be CLOSED — neither reactants nor products can escape (no matter is added or removed from outside). For gas-phase reactions, this means a sealed container; for solution reactions, it usually means a flask with no evaporation.
- Constant temperature must be maintained (changing T disturbs the equilibrium — by Le Chatelier).
- Sufficient TIME must have passed for the system to settle. Initially, if you start with only reactants, the forward rate is fast and backward rate zero. As products form, backward rate increases; as reactants are consumed, forward rate decreases. Eventually the two rates EQUAL each other → equilibrium.
At the molecular level — what's happening.
Even though the concentrations APPEAR constant, on a molecular scale particles are constantly reacting:
- For each forward reaction that occurs (reactants → products), an equivalent backward reaction also occurs (products → reactants).
- Individual molecules are constantly being converted, but the NET amount of each species stays the same because the two opposing processes balance.
- Example: in H₂ + I₂ ⇌ 2HI, at any instant, many H₂ + I₂ pairs are colliding and forming HI, AND many HI pairs are colliding and breaking back into H₂ and I₂. These two rates are equal at equilibrium.
Analogy — escalators. Imagine two escalators side by side in a department store: one going up, one going down. If 100 people per minute go UP and 100 per minute go DOWN, the number of people on each floor stays the same (concentrations constant) — but the system is DYNAMIC: people are constantly moving between floors. If you photographed it, no one floor is empty; everyone is constantly in flux. That's dynamic equilibrium.
Why a closed system is essential. In an OPEN system, products can escape. If HI escaped from the flask, the backward reaction (HI → H₂ + I₂) couldn't proceed, and the forward reaction would just keep going until reactants ran out — no equilibrium would be established. Closing the system traps both reactants and products together so both directions can occur.
Why this scores
Edexcel 4-mark mark scheme: 1 for 'forward and backward rates equal'; 1 for 'concentrations constant' / 'reaction has not stopped'; 1 for stating closed system requirement; 1 for explaining molecular-level dynamic behaviour (still occurring in both directions). Mark scheme keyword phrase: 'rate of forward reaction = rate of backward reaction'. Use exactly.