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RP4: Temperature Changes in Solutions
Choose the reaction and factor being investigated, such as a defined reactant amount or concentration, while keeping other relevant conditions comparable. Record starting volumes, concentrations and temperature and use the approved insulated vessel, lid and mixing method. A different starting temperature can affect a comparison even when final temperatures look similar.
Before you start
- Use your teacher’s tier checklist: this overview can include Higher-only material, and is not a tier-specific revision list.
- AQA separate GCSE Chemistry 8462. Use this guide’s required-practical reference and the centre’s approved activity.
- Distinguish temperature from transferred energy and read a thermometer.
- Use the centre’s approved supervised method, apparatus, heating and disposal arrangements. Written preparation does not replace performing and recording the practical activities.
Watch, pause, try
Video by Malmesbury Education. Use the demonstration alongside this lesson’s specification reference and written explanations.
Viewing focus: Design a controlled temperature-change comparison
After watching, attempt these questions before opening the answers. You can also use the written lesson below.
After watching 1: Why record an initial temperature?
Show answer and reasoning
The relevant change depends on the starting condition. Compare changes from appropriate initial conditions.
After watching 2: Does insulation remove every heat loss?
Show answer and reasoning
No; it reduces exchange without making the system perfect. Evaluate a specific remaining loss or measurement issue.
What you'll be able to do
- Design a controlled temperature-change comparison
- Calculate a measured rise and a stated heat-transfer estimate
- Evaluate heat exchange and competing explanations
Define the comparison before mixing
Choose the reaction and factor being investigated, such as a defined reactant amount or concentration, while keeping other relevant conditions comparable. Record starting volumes, concentrations and temperature and use the approved insulated vessel, lid and mixing method. A different starting temperature can affect a comparison even when final temperatures look similar.
Keep thermometer or probe position and recording intervals consistent. Mixing and measurement delays can change the observed maximum or minimum. If two solutions start at different temperatures, use an appropriate method to establish the relevant initial condition rather than silently assigning one arbitrary reading.
Interpret the temperature signal
An observed rise is consistent with the surroundings receiving energy from an exothermic process under the stated model. A fall can be consistent with an endothermic process. The measured solution, vessel and wider environment can exchange energy, so a temperature change is a signal requiring interpretation rather than a complete direct measure of chemical energy by itself.
Use repeated fresh trials and record the progress of temperature where appropriate. Insulation reduces heat exchange but does not eliminate it. A greater rise can reflect a different reacted amount, solution mass, heat capacity or heat loss as well as a different reaction energy.
Show the assumptions behind a calculation
Temperature change is final or selected peak temperature minus the appropriate initial temperature. If a question supplies or permits a model using q = mcΔT, use the mass of the heated material, a compatible specific heat capacity and consistent units. The result estimates energy received by that material under the assumptions.
Do not confuse a solution heat estimate with a molar reaction enthalpy, which needs the reacted amount and a sign convention. An insulated-cup comparison at GCSE can focus on fair design, signal processing and explanation without assuming that every advanced correction or calorimetric constant is required.
Worked applications
Attempt these problems on paper before opening the worked reasoning. Explain your steps as well as giving a final answer.
Example 1A solution rises from 21.0 °C to 27.5 °C. Find the measured temperature change.
Example 2For a supplied model, 50.0 g of solution has c = 4.18 J g⁻¹ K⁻¹ and rises by 6.0 K. Estimate energy gained by the solution.
Common mistakes to avoid
Key takeaways
- You can design a controlled temperature-change comparison.
- You can calculate a measured rise and a stated heat-transfer estimate.
- You can evaluate heat exchange and competing explanations.
Apply it in an exam
Question 1: For a supplied model, 50.0 g of solution has c = 4.18 J g⁻¹ K⁻¹ and rises by 6.0 K. Estimate energy gained by the solution.
Show answer and reasoning
About 1.25 kJ received by the solution under the stated model.
- q = mcΔT.
- 50.0 × 4.18 × 6.0 = 1254 J.
Explore further
- AQA 8462 official specification (opens in a new tab)
Check the assessed scope and practical or mathematical requirements.
- Read or explore this topic (opens in a new tab)
An external explanation or interactive activity to use alongside the lesson. It may include extension material.
Return to this tomorrow
Close the notes and answer from memory. Revisit any explanation you cannot yet reconstruct.
- Does insulation remove every heat loss?
- What does mcΔT estimate in the stated solution model?
Test yourself
Answer a few questions, then review anything you missed.
Keep practising
Start with the quiz above to check the key ideas. You can also choose another topic from the practice library.
Related lessons
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