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This lesson introduces the two fundamental types of wave — transverse and longitudinal — as required by the AQA GCSE Combined Science Trilogy specification (8464), Physics Paper 2, section 6.1. Waves transfer energy from one place to another without transferring matter. A secure understanding of these wave types underpins every other topic in the Waves chapter.
A wave is a disturbance that transfers energy from one place to another. The key principle for your exam is that waves transfer energy, not matter. The particles of the medium oscillate (vibrate) about their rest position but do not travel along with the wave.
Key facts about waves:
Exam Tip (AQA 8464): A very common exam question asks "What do waves transfer?" The answer is always energy. Never say waves transfer "matter" or "particles." The particles vibrate but stay in roughly the same position.
In a transverse wave, the oscillations (vibrations) of the particles are perpendicular (at right angles) to the direction of energy transfer.
graph LR
subgraph "Transverse Wave"
direction LR
A["Energy transfer →"] --- B["↑ Crest"]
B --- C["↓ Trough"]
C --- D["↑ Crest"]
D --- E["↓ Trough"]
end
Imagine shaking a rope up and down: the wave travels horizontally along the rope, but the particles of the rope move up and down (vertically). The oscillations are at 90° to the direction the wave moves.
| Wave Type | Medium | Notes |
|---|---|---|
| Light (all EM waves) | Can travel through a vacuum | Part of the electromagnetic spectrum |
| Water waves (surface) | Water surface | Particles move up and down |
| S-waves (seismic) | Solid rock only | Cannot travel through liquids |
| Waves on a string or rope | String / rope | Classic classroom demonstration |
Exam Tip: If asked to identify whether a wave is transverse, look for the keyword perpendicular. Draw a double-headed arrow for oscillation direction and a single arrow for the direction of energy transfer in your diagram.
In a longitudinal wave, the oscillations of the particles are parallel to the direction of energy transfer. The particles vibrate back and forth in the same direction the wave is moving.
graph LR
subgraph "Longitudinal Wave"
direction LR
A["|||| Compression"] --- B[" | | | Rarefaction"]
B --- C["|||| Compression"]
C --- D[" | | | Rarefaction"]
end
Imagine pushing and pulling a slinky spring horizontally: the coils bunch together (compressions) and spread apart (rarefactions) as the wave travels along.
| Wave Type | Medium | Notes |
|---|---|---|
| Sound waves | Solids, liquids, gases | Cannot travel through a vacuum |
| Ultrasound | Solids, liquids, gases | Frequency above 20 000 Hz |
| P-waves (seismic) | Solids and liquids | Faster than S-waves |
| Waves in a slinky spring | Spring | Compressions and rarefactions visible |
Longitudinal waves consist of alternating regions of:
Exam Tip: In longitudinal waves, the wavelength is measured from the centre of one compression to the centre of the next compression (or from one rarefaction to the next). Do not confuse compressions with peaks — peaks and troughs only apply to transverse waves.
| Feature | Transverse Wave | Longitudinal Wave |
|---|---|---|
| Oscillation direction | Perpendicular to energy transfer | Parallel to energy transfer |
| Examples | Light, water waves, S-waves | Sound, ultrasound, P-waves |
| Features | Peaks (crests) and troughs | Compressions and rarefactions |
| Can be polarised? | Yes | No |
| Can travel through a vacuum? | Some (EM waves) | No |
| Need a medium? | EM waves do not; others do | Always need a medium |
Waves can also be classified as mechanical or electromagnetic:
graph TD
W["Waves"] --> M["Mechanical Waves"]
W --> E["Electromagnetic Waves"]
M --> MT["Can be transverse or longitudinal"]
M --> MR["Require a medium"]
E --> ET["Always transverse"]
E --> ER["Can travel through a vacuum"]
style W fill:#2c3e50,color:#fff
style M fill:#2980b9,color:#fff
style E fill:#e74c3c,color:#fff
style MT fill:#3498db,color:#fff
style MR fill:#3498db,color:#fff
style ET fill:#c0392b,color:#fff
style ER fill:#c0392b,color:#fff
In the classroom, you can demonstrate both types of wave:
| Demonstration | Wave type | What to observe |
|---|---|---|
| Shaking a rope / slinky sideways | Transverse | Crests and troughs travel along the rope while each point moves up and down |
| Pushing and pulling a slinky along its length | Longitudinal | Compressions and rarefactions travel along the spring while each coil moves back and forth |
| Ripple tank with a straight dipper | Transverse (surface water waves) | Wavefronts travel outward; water particles move up and down |
| Mistake | Correction |
|---|---|
| "Waves transfer particles from place to place" | Waves transfer energy, not particles |
| "Sound is a transverse wave" | Sound is a longitudinal wave |
| "All waves need a medium" | EM waves can travel through a vacuum |
| "Wavelength in longitudinal waves is crest to crest" | Use compression to compression for longitudinal waves |
| Confusing perpendicular and parallel | Transverse = perpendicular; Longitudinal = parallel |
Although this lesson is mostly about classifying waves, AQA often combines the classification with short quantitative tasks using v = fλ and the period–frequency relationship T = 1/f. Here are four worked examples that reinforce the idea that type (transverse or longitudinal) does not change the underlying equations.
A student shakes one end of a long rope up and down 4 times every 2 seconds. The peaks are 0.5 m apart. Calculate the frequency and wave speed.
The rope itself is a transverse wave because each point on the rope moves vertically while energy travels horizontally.
A loudspeaker produces a sound wave with a period of 0.0025 s. The wavelength in air is 1.36 m. Calculate the wave speed.
This is faster than the standard 340 m/s because the example numbers are not real air conditions — AQA examiners sometimes deliberately give unrealistic numbers to make sure you use the equation rather than recall the "textbook" speed of sound.
Two waves travel at 300 m/s through the same medium. Wave A has a frequency of 150 Hz; wave B has a frequency of 600 Hz.
| Wave | Frequency | Wavelength (λ = v ÷ f) |
|---|---|---|
| A | 150 Hz | 300 / 150 = 2.0 m |
| B | 600 Hz | 300 / 600 = 0.5 m |
Wave B has one quarter the wavelength of wave A because its frequency is four times higher. This reinforces the inverse relationship between frequency and wavelength at constant wave speed — true for both transverse and longitudinal waves.
In a slinky demonstration, a student counts 6 compressions in a 90 cm length of spring. Estimate the wavelength.
Common-mistake callout: Students frequently divide by the number of compressions rather than the number of gaps between compressions. Always count the gaps — this is the same rule used when measuring the wavelength of ripples in the tank.
| Question asked by AQA | Transverse answer | Longitudinal answer |
|---|---|---|
| What is the direction of oscillation? | Perpendicular to energy transfer | Parallel to energy transfer |
| What regions/features does it have? | Crests and troughs | Compressions and rarefactions |
| Can it be polarised? | Yes | No |
| Can it travel through a vacuum? | Only EM waves can | No — needs a medium |
| How is wavelength measured? | Crest to crest (or trough to trough) | Compression to compression |
| Typical GCSE example | Water ripples, light | Sound, P-waves |
| What does large amplitude mean? | Brighter light / bigger swell | Louder sound |
graph LR
subgraph "Energy transfers — matter stays put"
direction LR
P1["Particle 1 oscillates"] -.->|"passes energy"| P2["Particle 2 oscillates"]
P2 -.->|"passes energy"| P3["Particle 3 oscillates"]
P3 -.->|"passes energy"| P4["Particle 4 oscillates"]
end
style P1 fill:#2980b9,color:#fff
style P2 fill:#2980b9,color:#fff
style P3 fill:#2980b9,color:#fff
style P4 fill:#2980b9,color:#fff
Each particle returns to its equilibrium (rest) position. Only the energy travels through the medium. This applies equally to transverse and longitudinal waves.
Suggested answers:
How deeply you explain the ideas of transverse vs longitudinal waves is a key driver of your grade in AQA Paper 2.
AQA alignment: This content is aligned with AQA GCSE Combined Science: Trilogy (8464) specification section 6.6 Waves — specifically 6.6.1.1 Transverse and longitudinal waves and 6.6.1.2 Properties of waves. Assessed on Physics Paper 2.