GCSE · Physics · AQA · Spec 8463
Transverse and longitudinal waves
Every sound you hear, every light you see — all carried by waves.
What you need to know
- Transverse waves: oscillations are perpendicular to the direction of energy transfer (e.g. light, water ripples).
- Longitudinal waves: oscillations are parallel to the direction of energy transfer, with compressions and rarefactions (e.g. sound).
- Waves transfer energy and information — the medium itself does not travel with the wave.
- Key quantities: amplitude (max displacement from rest), wavelength (one complete cycle length), frequency (cycles per second), period (time for one cycle); linked by v = f λ and T = 1 / f.
The big picture
Waves transfer energy and information from place to place without transferring matter — the medium stays put while the disturbance travels through it. Transverse waves oscillate perpendicular to the direction of energy transfer, such as light and water ripples. Longitudinal waves oscillate parallel to the direction of energy transfer, creating alternating compressions and rarefactions — sound is the classic example. Four key quantities describe any wave: amplitude, wavelength, frequency and period, linked by v = f λ and T = 1 / f.
TONIGHT'S REVISION
Transverse and Longitudinal Waves
How waves move energy — and why the medium never travels with them
Physics · Wave properties
Wave Properties Explorer
Adjust the sliders and watch how amplitude, frequency and wavelength interact
Amplitude
10cm
Wavelength λ
2.00m
Frequency f
2Hz
Speed v = fλ
4m/s
The wave equation, live
2 Hz × 2.00 m = 4 m/s
Drag amplitude — the wave grows taller, but its speed and wavelength don't change. Drag frequency — the peaks crowd together, wavelength shrinks, and v = fλ keeps the books balanced. Period T = 0.5 s.
Stop and think
Picture a Mexican wave in a stadium, then picture sound travelling from a speaker to your ear — which is which?
A student says: 'In a longitudinal wave, the particles travel from the source to your ear — that's how sound reaches you.' What is wrong with this statement?
How a longitudinal wave travels
Follow one compression from where it starts to where it ends up
Waves and energy transfer
Reason it through
Why can a wave carry energy from one place to another without matter travelling with it?
First link · your turn
What does each particle in the medium actually do when a wave passes?
Relationship matrix
Tap any cell to reveal it. Tap a column header to read one property down every item.
Each cell hides a short answer and the reason behind it. Predict before you tap.
Cross-subject · Exam skill
Command Word Coach — Waves on AQA
Know exactly what AQA Paper 2 is asking before you write a word
01Definition
Give a concise factual answer — no explanation needed.
02Mark-band signal
1-mark retrieval — one clear sentence scores full marks
03Sentence stems
- State one difference between a transverse and a longitudinal wave.
- State the equation linking wave speed, frequency and wavelength.
- State what is meant by the amplitude of a wave.
04Common mistake
Students over-explain and then contradict themselves — keep it to one crisp sentence naming the direction of oscillation relative to energy transfer.
Equations you need
Taken directly from the exam-board specification.
v = wave speed (m/s) · f = frequency (Hz) · λ = wavelength (m)
Learn it — you must recall this in the exam
T = period (s) · f = frequency (Hz)
Given on the equation sheet — you must know how to use it
Key points
Worked example
Problem
A wave in a ripple tank has a frequency of 4 Hz and a wavelength of 0.05 m. Calculate the wave speed.
Memory hook
TRANSVERSE = T-Rex arms — the oscillation sticks OUT sideways from the direction you're walking. LONGITUDINAL = along — the oscillation goes the same way as the wave.
★ Exam tip
AQA Paper 2 often asks you to 'state one difference between transverse and longitudinal waves' — always name the direction of oscillation RELATIVE to the direction of energy transfer, not just 'up and down vs back and forth'. Using the phrase 'perpendicular' and 'parallel' earns the mark.
⚠ Watch out
A common slip is to read amplitude as the FULL peak-to-trough distance. Amplitude is HALF the peak-to-trough distance — the displacement from the undisturbed rest position to a peak (or trough).
Check yourself
Without looking — in a longitudinal wave, what is the name given to a region where particles are pushed close together, and what is the name for a region where they are spread apart?
Flashcards
(25)What is a transverse wave?
What is a longitudinal wave?
Give two examples of transverse waves.
Give one example of a longitudinal wave.
What is a compression in a longitudinal wave?
What is a rarefaction in a longitudinal wave?
Define amplitude.
Define wavelength.
Define frequency.
Define the period of a wave.
State the wave speed equation.
State the equation linking period and frequency.
Is T = 1 / f given on the AQA physics equation sheet?
Is v = f λ given on the AQA physics equation sheet?
A wave has a frequency of 50 Hz. What is its period?
A wave has a wavelength of 2 m and frequency 150 Hz. What is its speed?
Do waves transfer matter?
In a transverse wave, which direction do the particles oscillate?
In a longitudinal wave, which direction do the particles oscillate?
What does RP8 (the waves required practical) measure?
A wave has a period of 0.004 s. What is its frequency?
What is the unit of wave speed?
What is the unit of frequency?
What is the unit of wavelength?
What is the unit of period?
Tap any card to flip it, or use Study as deck to go through them one at a time. In the full lesson these run as a spaced-repetition deck — you rate each card Hard, Good or Easy and the tricky ones keep coming back until they stick.
Learn Transverse and longitudinal waves properly — interactive practice, marked questions and flashcards.
Start this lesson freeMore AQA GCSE Physics topics
- Acceleration (a = Δv/t)
- Current, resistance and potential difference (V = I R)
- Density of materials (ρ = m/V)
- Distance and displacement
- Distance–time graphs
- Efficiency
- Energy stores and systems
- Gravitational potential energy (Ep = m g h)
- Kinetic energy calculation (Ek = 1/2 m v^2)
- Newton's First Law
- Newton's Second Law (F = m a)
- Power (P = E/t and P = W/t)
How this lesson was checked. This AQA GCSE Physics (specification 8463)lesson was published through Lightbulb Learning's human-designed editorial process — the educational standards, accuracy rules and publication checks it must pass were authored and approved by Philip Halpin. It passed subject-specific assessment, automated educational checks and technical publication verification before going live (publication checks completed 3 August 2026). Published pages are monitored, human spot-checking is ongoing across the lesson library, and anything found wrong is corrected or withdrawn. How our lessons are made and checked. Spotted a mistake? Email hello@lightbulblearning.co and we'll review it.