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P3 Particle ModelAQA GCSE Physics · 8463 (Triple)

Changes of State and Specific Latent Heat

Heating curves, latent heat, specific latent heat calculations, internal energy.

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CognitoChanges of state and latent heat
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Changes of state and heating curves

  • Changes of state: solid → liquid (melting), liquid → gas (evaporating/boiling), and reverses.
  • During a change of state, temperature stays constant even though energy is being supplied.
  • The energy goes to breaking intermolecular forces (not increasing KE).
  • Heating curve: flat sections at melting point and boiling point.
  • Steeper gradient = faster temperature rise = smaller specific heat capacity or less mass.

Latent heat

  • Specific latent heat: energy needed to change the state of 1 kg of substance without temperature change.
  • E = mL. E = energy (J), m = mass (kg), L = specific latent heat (J/kg).
  • Specific latent heat of fusion: solid → liquid.
  • Specific latent heat of vaporisation: liquid → gas (much larger than fusion — more bonds broken).
  • Water: L_fusion = 334,000 J/kg. L_vaporisation = 2,260,000 J/kg.

Internal energy

  • Internal energy: total kinetic and potential energy of all particles in a substance.
  • Heating increases internal energy: either increases temperature (KE) or causes state change (PE).
  • Temperature reflects average KE of particles. State change increases PE (not KE).
  • Solid: strong forces, low PE. Gas: forces broken, high PE.
  • Internal energy = total KE + total PE of particles.

Particle model of changes of state

  • Melting: energy breaks forces between particles in solid lattice → particles can move past each other.
  • Boiling: energy breaks all intermolecular forces → particles escape to gas phase.
  • Condensation: gas particles slow down, forces reform → liquid.
  • Evaporation (below boiling point): faster particles at surface escape → cooling effect.
  • Sweating cools: evaporation of water removes latent heat from skin.
Exam questions — 4 questions · 11 marks · AQA 8463 style
Show all working — the AI marks against the AQA mark scheme. Method marks awarded for correct working even if the final answer is wrong.
3 marksLatent heat calculationAQA 8463 P3 style 🔢 Calculator

Calculate the energy needed to melt 2 kg of ice at 0°C. (Specific latent heat of fusion of water = 334,000 J/kg) (2 marks)

Hint: E = mL. Latent heat of fusion is given. Multiply mass by latent heat.
+30 XP
1 markFlat section on heating curveAQA 8463 style

Why does temperature stay constant during melting even though heat is being supplied?

A The energy is being lost to the surroundings
B The energy increases the kinetic energy of particles so they slow down
C The energy is used to break intermolecular forces between particles, not to increase their kinetic energy
D Melting is an exothermic process that releases energy
4 marksCompare latent heatsAQA 8463 style

The specific latent heat of vaporisation of water (2,260,000 J/kg) is much larger than the specific latent heat of fusion (334,000 J/kg). Explain why. (3 marks)

Hint: Compare what happens to intermolecular forces during each change: melting = partially broken (particles still close). Boiling = fully broken (particles far apart).
+40 XP
1 markEvaporation coolingAQA 8463 style

Why does sweating cool the body?

A Water from sweat dissolves heat from the skin
B Sweat conducts electricity which removes heat
C Faster-moving water molecules escape (evaporate), removing latent heat from the skin surface
D Sweat is colder than the body so it absorbs body heat

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