GCSE Physics resources

AQA GCSE Particle model of matter

Internal Energy and Heating Curves

Internal energy is the total kinetic and potential energy of the particles. Sloped sections of a heating curve show increasing average kinetic energy; flat sections show a change of state while separation changes.

AQA 8463AQA 8464 GCSE PhysicsCombined Science: Trilogy FoundationHigher

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The revision snapshot

Internal energy is the total kinetic and potential energy of the particles. Sloped sections of a heating curve show increasing average kinetic energy; flat sections show a change of state while separation changes.

By the end, you should be able to:

  • Explain energy during heating and changes of state.
  • Apply the particle model of matter model, evidence or method to an unfamiliar exam context.
  • Recognise and correct this wrong turn: Using E = mcΔθ during a change of state.

Before you revise

Diagnostic question

Choose an answer from memory. Your result tells you what to watch for in the guide.

Which statement correctly summarises internal energy and heating curves?

Core revision guide

Learn the model, then use it

Internal Energy and Heating Curves questions become manageable when the central model, evidence and exam method are kept together. Read the explanation, test the misconception and then apply the idea without looking back.

Energy during heating and changes of state

Internal energy is the total kinetic and potential energy of the particles. Sloped sections of a heating curve show increasing average kinetic energy; flat sections show a change of state while separation changes.

Build the physics picture

Temperature measures average kinetic energy of particles. On the sloping parts of a heating curve, particles move faster. During melting or boiling, energy separates particles instead, increasing their potential energy while the temperature of a pure substance stays constant.

The relationship for this guide

Specific heat capacity: E = mcΔθ (J, kg, J/(kg °C), °C). Choose each relationship from the physical change described, convert quantities into compatible units and keep the unit beside the final answer.

A temperature-energy graph labels solid warming, melting, liquid warming, boiling and gas warming.
Temperature rises within a state but stays constant during a change of state while energy changes the particle arrangement.Open the full-size exam diagram
Specific heat capacityE = mcΔθJ, kg, J/(kg °C), °C

Misconception clinic

Replace the tempting answer

Read each belief, say what is wrong with it, then compare your correction.

Tempting idea: Using E = mcΔθ during a change of state.

Use instead: Internal energy is the total kinetic and potential energy of the particles. Sloped sections of a heating curve show increasing average kinetic energy; flat sections show a change of state while separation changes.

Tempting idea: Saying particles gain mass when heated.

Use instead: Temperature measures average kinetic energy of particles. On the sloping parts of a heating curve, particles move faster. During melting or boiling, energy separates particles instead, increasing their potential energy while the temperature of a pure substance stays constant.

Tempting idea: Saying temperature measures total internal energy.

Use instead: Describe both particle motion and separation, and use E = mcΔθ only for a temperature change rather than a state change.

Retrieval practice

Quick checks

1. Which exam method is most reliable for internal energy and heating curves?

2. Which statement correctly applies internal energy and heating curves to a question?

3. A pupil writes: “Using E = mcΔθ during a change of state.” Which replacement is accurate?

Explore the relationship

Heating curve reader

Use the energy position to locate a point on the heating curve. The heating rate then determines the time taken to supply that energy.

What to notice: use the readout to describe how one variable changes when the other is controlled.

Worked examples

See the method being built

These examples expose the difference between a secure energy during heating and changes of state method and the common error “Using E = mcΔθ during a change of state.”.

Example 1 · Heating a block

A 0.40 kg block has c = 900 J/kg °C and warms by 15 °C. Calculate energy transferred.

  1. Use E = mcΔθ.
  2. Substitute 0.40 × 900 × 15.
  3. Give joules.
Show the answer

E = 5400 J.

Example 2 · Melting plateau

A heating curve is flat while ice melts. Explain why.

  1. State what temperature measures.
  2. State where energy is transferred.
  3. Link to particle separation.
Show the answer

Energy increases particle potential energy by separating particles, so average kinetic energy and temperature stay constant.

Example 3 · Internal energy change

A gas is compressed without cooling. Describe its internal-energy change.

  1. Identify work done on the gas.
  2. Link to particle motion/separation.
  3. State the energy-store result.
Show the answer

Work is done on the gas, increasing its internal energy; particle kinetic energy and temperature can rise.

Exam precision

Exam technique: Energy during heating and changes of state

Do this: Describe both particle motion and separation, and use E = mcΔθ only for a temperature change rather than a state change.

Independent practice

Exam-style questions

Write an answer before opening the marking guidance. Then edit the exact phrase or step that would gain the next mark.

1. Define internal energy.

[2 marks]
Show marking guidance and model answer

Marking guidance: 2 marks are available for relevant, linked physics points that match the model answer.

Model answer: The total kinetic and potential energy of the particles in a system.

2. State what a rising slope on a heating curve shows.

[1 mark]
Show marking guidance and model answer

Marking guidance: Award one mark for the precise statement shown in the model answer.

Model answer: Temperature is rising, so average particle kinetic energy is increasing.

3. Explain why temperature stays constant during boiling of a pure substance.

[3 marks]
Show marking guidance and model answer

Marking guidance: Award up to 3 marks for distinct physics points joined into a clear cause-and-effect chain.

Model answer: Energy separates particles/increases potential energy rather than average kinetic energy.

4. Calculate energy to warm 2.0 kg of water by 5.0 °C; c = 4200 J/kg °C.

[3 marks]
Show marking guidance and model answer

Marking guidance: Award one mark for the correct relationship, one for a valid substitution and one for the final answer with its unit.

Model answer: E = 2.0 × 4200 × 5.0 = 42 000 J.

5. State one difference between evaporation and boiling.

[1 mark]
Show marking guidance and model answer

Marking guidance: Award one mark for the precise statement shown in the model answer.

Model answer: Evaporation can occur at the surface below boiling point; boiling occurs throughout the liquid at its boiling point.

6. Explain why a gas has more internal energy after heating.

[3 marks]
Show marking guidance and model answer

Marking guidance: Award up to 3 marks for distinct physics points joined into a clear cause-and-effect chain.

Model answer: Particles have greater average kinetic energy and may be farther apart.

Questions pupils ask

Internal Energy and Heating Curves FAQs

What is the main idea in Internal Energy and Heating Curves?

Internal energy is the total kinetic and potential energy of the particles. Sloped sections of a heating curve show increasing average kinetic energy; flat sections show a change of state while separation changes.

What mistake should I avoid in Internal Energy and Heating Curves?

Using E = mcΔθ during a change of state. Temperature measures average kinetic energy of particles. On the sloping parts of a heating curve, particles move faster. During melting or boiling, energy separates particles instead, increasing their potential energy while the temperature of a pure substance stays constant.

Useful next steps

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