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How does the particle model explain solids, liquids, gases and changes of state?

The particle model of solids, liquids and gases, density, changes of state as physical changes, and internal energy.

A focused answer to WJEC GCSE Physics topic 1.8 on kinetic theory, covering the particle model of solids, liquids and gases, density and the density equation, changes of state as reversible physical changes, and internal energy.

Generated by Claude Opus 4.89 min answer

Reviewed by: AI editorial process; not yet individually human-reviewed

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  1. What this topic is asking
  2. The three states of matter
  3. Density
  4. Changes of state
  5. Internal energy
  6. Try this

What this topic is asking

WJEC wants you to use the particle model to describe solids, liquids and gases, calculate density, and explain changes of state and internal energy. This is part of topic 1.8 Kinetic theory in Unit 1 of WJEC GCSE Physics (3420).

The three states of matter

The forces between particles are strongest in a solid and weakest in a gas, which is why solids hold their shape and gases spread out.

Density

Changes of state

Internal energy

Heating a substance transfers energy to its particles, increasing its internal energy, which is the total kinetic energy (from the motion of the particles) and potential energy (from the forces between them). Raising the temperature increases the kinetic part, making the particles move faster; changing the state changes the potential part, as the bonds between particles are broken or made.

The particle model is a simplified picture, but it explains a great deal. It explains why solids hold their shape (strong forces, fixed positions), why liquids flow and take the shape of a container (particles free to move past one another), and why gases spread out to fill any space (weak forces, fast random motion). It explains diffusion, the way a smell spreads across a room as gas particles mix with the air, and Brownian motion, the random jiggling of tiny smoke particles seen under a microscope as they are knocked about by fast-moving air particles. When the model is asked about in the exam, the marks come from describing the spacing, the arrangement and the movement of the particles, and then linking those three features to the property being explained.

Try this

Q1. Describe the arrangement of particles in a liquid. [2 marks]

  • Cue. Close together but able to move past one another; no fixed shape, fixed volume.

Q2. A solid has mass 240g240\,\text{g} and density 8.0g/cm38.0\,\text{g/cm}^3. Find its volume. [2 marks]

  • Cue. V=mρ=2408.0=30cm3V = \dfrac{m}{\rho} = \dfrac{240}{8.0} = 30\,\text{cm}^3.

Exam-style practice questions

Practice questions written in the style of WJEC exam questions on this dot point, with worked answer explainers. The year tag is the paper they imitate, not the source.

WJEC 20193 marksA block of metal has a mass of 810g810\,\text{g} and a volume of 300cm3300\,\text{cm}^3. Calculate its density.
Show worked answer →

A topic 1.8 Calculate question on density. Use ρ=mV\rho = \dfrac{m}{V} with mass m=810gm = 810\,\text{g} and volume V=300cm3V = 300\,\text{cm}^3 (1 mark for the equation). Substitute: ρ=810300=2.7g/cm3\rho = \dfrac{810}{300} = 2.7\,\text{g/cm}^3 (2 marks for the calculation and the unit). Markers reward the equation, the substitution and a sensible unit; this density suggests aluminium. A common error is to invert the equation or to mix grams with cubic metres.

WJEC 20224 marksUse the particle model to explain why a gas can be compressed easily but a solid cannot.
Show worked answer →

A topic 1.8 Explain question. In a gas the particles are far apart with large spaces between them and move randomly at high speed (1 mark), so there is plenty of empty space for them to be pushed closer together, making the gas easy to compress (1 mark). In a solid the particles are packed closely together in a fixed, regular arrangement and only vibrate about fixed positions (1 mark), so there is almost no space to push them into, making a solid very hard to compress (1 mark). Markers reward the spacing in each state and how that spacing allows or prevents compression. A common error is to say solids have no particles moving at all.

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