Sound waves (physics only) (HT only) — AQA GCSE Physics
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Sound waves (physics only) (HT only) explained
This is Higher tier physics only. Sound is a longitudinal mechanical wave: particles of the medium oscillate parallel to the direction of energy transfer, producing compressions and rarefactions.
Read the full explanation
Because the disturbance is passed on by particle collisions, sound needs a medium and cannot travel through a vacuum. When a sound wave in air reaches a solid, pressure variations push on the surface and set the solid vibrating at the same frequency, converting the wave into vibrations of the solid. Sound travels faster in a solid than in air (roughly 330 m/s in air but several thousand m/s in steel) because particles are close together and strongly bonded. This mechanism allows sound to travel through a solid wall or a string telephone.
Within the ear, sound waves cause the ear drum and other parts to vibrate which causes the sensation of sound.
The ear is a converter: it turns pressure variations in air into vibrations of solids and then into nerve impulses. A sound wave travelling down the ear canal makes the air pressure at the ear drum rise and fall, so the drum, a thin stretched membrane, is pushed in and out at the frequency of the wave. The drum is joined to three small bones, the ossicles, which pass the vibration on and amplify it before it reaches the fluid filled cochlea. Hair cells in the cochlea respond to those vibrations and send electrical impulses along the auditory nerve, and the brain interprets them as sound. The sensation of sound is produced in the brain, not in the ear itself. A larger amplitude gives a louder sound; a higher frequency gives a higher pitch.
The conversion of sound waves to vibrations of solids works over a limited frequency range.
A solid part such as the ear drum has its own mass and stiffness, so it responds well only to a band of driving frequencies. If the wave oscillates far faster than the drum can follow, the drum barely moves; if it oscillates very slowly, the pressure change is too gradual to build a useful vibration. So converting a sound wave into vibration of a solid, and back again, is efficient only over a limited frequency range. The same limit applies to every device that does this job: a microphone diaphragm, a loudspeaker cone and the ossicles of the ear all have a working range set by their size, mass and stiffness. Outside that band the transfer becomes inefficient, so waves outside it produce little or no vibration and therefore little or no signal.
This restricts the limits of human hearing.
Human hearing runs from about 20 Hz to 20 kHz. The conversion of sound waves to vibrations of solids works over a limited frequency range. The ceiling exists because the structures within the ear, such as the ear drum and ossicles, cannot vibrate fast enough to detect higher frequencies. Sounds above the upper limit are ultrasound and those below the lower limit are infrasound. The range of human hearing narrows with age, with the top end falling first. Prolonged exposure to loud noise can also damage the ear and raise the minimum sound level a person can detect, particularly at high frequencies. Exam questions may ask students to interpret graphs showing how the minimum audible level changes with age and noise exposure.
Students should be able to: describe, with examples, processes which convert wave disturbances between sound waves and vibrations in solids. Examples may include the effect of sound waves on the ear drum explain why such processes only work over a limited frequency range and the relevance of this to human hearing.
This is the skill the section builds to, and it is Higher tier physics only. You need a worked example in both directions. Sound to vibration: pressure variations in air push on the ear drum, the drum vibrates, the ossicles pass the vibration to the cochlea, and nerve impulses travel to the brain. Vibration to sound: in a loudspeaker a varying current in a coil sitting in a magnetic field feels a varying force, so the coil and cone vibrate, and the moving cone pushes on the air to create the compressions and rarefactions of a sound wave. Each converter works only over a limited frequency range because the vibrating solid has mass and stiffness and cannot follow oscillations that are too fast. For the ear this sets the audible range at 20 Hz to 20 kHz.
Students should know that the range of normal human hearing is from 20 Hz to 20 kHz.
These two figures must be recalled. 20 Hz means twenty complete oscillations every second and is the lowest frequency a person with normal hearing can detect; 20 kHz is 20 000 Hz and is the highest. Keep the units straight, because kHz means a thousand hertz, so the audible range spans a factor of one thousand. The numbers matter because they define ultrasound, which is any sound above 20 kHz, and because the wave equation turns them into wavelengths: with the speed of sound in air about 330 m/s, 20 Hz gives a wavelength of about 16.5 m while 20 kHz gives about 1.65 cm. The range is for normal hearing; individuals vary, and the upper limit falls with age and with exposure to loud noise.
Your focus
- Describe the difference between a longitudinal and a transverse wave in terms of the direction of the oscillations.
- Explain why a sound wave in air sets a solid wall vibrating at the same frequency when it strikes it.
- Compare the speed of sound in air, water and steel and account for the order using particle spacing and bonding.
Show all 18 objectives
- Describe the sequence by which a sound wave in air becomes a nerve impulse, naming the ear drum and the cochlea.
- Explain why the ear drum vibrates at the same frequency as the incoming sound wave.
- Relate a change in the amplitude or the frequency of a sound wave to the change a listener notices.
- Explain why a solid part converts sound into vibration efficiently only over a band of frequencies.
- Predict what happens to the vibration of an ear drum when the driving frequency is raised well above that band.
- Apply the same reasoning to a microphone or a loudspeaker and state what limits its useful range.
- Interpret a graph of minimum audible sound level against frequency for people of different ages.
- Explain why the limits of human hearing are restricted by the physical structures of the ear.
- Compare the effect of ageing with the effect of working in a loud environment using data from a hearing graph.
- Describe, step by step, how a loudspeaker converts a varying current into a sound wave in air.
- Explain why any such converter works over a limited frequency range, using the mass and stiffness of the vibrating part.
- Give one example of each direction of conversion and state the frequency limits that apply to the human ear.
- Calculate the wavelength in air of a 20 Hz sound and of a 20 kHz sound, using a speed of 330 m/s.
- Convert a frequency given in kHz or MHz into Hz before substituting it into the wave equation.
- Decide whether a stated frequency counts as ultrasound by comparing it with 20 000 Hz.
Sound waves (physics only) (HT only) exam tips
Marking Points
- one mark for stating that sound waves can cause a solid to vibrate when they strike it
- one mark for explaining that pressure variations in the air push on the solid surface
- one mark for stating that the solid vibrates at the same frequency as the sound wave
- one mark for explaining that sound travels faster in solids because particles are closer together and strongly bonded
- one mark for saying that pressure variations in the air make the ear drum vibrate
- one mark for stating that the vibration is passed on by the small bones to the cochlea
- one mark for saying that the vibration is converted into electrical impulses sent to the brain
- one mark for stating that the ear drum vibrates at the same frequency as the sound wave
- one mark for stating that the vibrating solid has a mass and stiffness that limit how fast it can be made to vibrate
- one mark for saying the conversion becomes inefficient outside a particular frequency band
- one mark for linking the limited range of the ear drum to the limits of human hearing
- one mark for applying the idea to another converter, such as a microphone diaphragm or a loudspeaker cone
- one mark for stating the range of normal human hearing as 20 Hz to 20 kHz
- one mark for explaining that the limits of human hearing are restricted because the solid structures in the ear only vibrate over a limited frequency range
- one mark for saying the minimum sound level that can be heard increases with age
- one mark for saying that working in a loud environment raises the minimum level detectable, particularly at higher frequencies
- one mark for saying the current in the loudspeaker circuit is varying and passes through a coil in a magnetic field
- one mark for saying the coil experiences a force whose size and direction follow the current, so the cone vibrates
- one mark for linking the vibrating cone to pressure variations, compressions and rarefactions, in the air
- one mark for explaining that the conversion works only over a limited frequency range and relating that to 20 Hz to 20 kHz for the ear
- one mark for the lower limit given as 20 Hz
- one mark for the upper limit given as 20 kHz, or as 20 000 Hz
- one mark for a correct conversion from kHz to Hz before using the wave equation
- one mark for defining ultrasound as sound with a frequency above the upper limit of human hearing
Examiner Tips
- 💡In a compare question, pair each point: sound is mechanical and needs a medium whereas light is electromagnetic and does not.
- 💡Use oscillations parallel to the direction of energy transfer as your definition of longitudinal; wave travel is accepted for energy transfer.
- 💡Answer as a chain: air pressure variation, ear drum, small bones, cochlea, nerve impulse, brain.
- 💡Keep the word vibrate for the solid parts and pressure variation for the air, so the conversion is clear.
- 💡If the command word is explain, every link in the chain needs a reason, not just a name.
- 💡Answer in terms of the physical properties of the vibrating part: mass, stiffness and how fast it can respond.
- 💡Link the limit straight to numbers, 20 Hz to 20 kHz, when the question is about human hearing.
- 💡If a graph of minimum sound level against frequency is given, describe the overall trend before quoting individual values.
- 💡Learn 20 Hz and 20 kHz as a pair, and convert the upper limit to 20 000 Hz when a calculation needs consistent units.
- 💡Use the phrase minimum sound level that can be heard rather than volume when reading audibility graphs.
- 💡Remember that the conversion of sound waves to vibrations of solids only works over a limited frequency range.
- 💡These are often six mark levels questions; sequence your points so each one follows from the last.
- 💡Name the medium at each step, air or solid, so the conversion between them is explicit.
- 💡Finish with the consequence for hearing, since the specification pairs the process with the frequency range.
- 💡Convert kHz to Hz on the first line of any calculation and show the conversion so it can be credited.
- 💡Recall questions on these values are worth one mark; write the number with its unit and move on.
- 💡If asked whether a given frequency is ultrasound, compare it with 20 000 Hz explicitly.
Common Mistakes
- describing sound as transverse, or saying the particles travel along with the wave rather than oscillating about a fixed position
- claiming sound can travel through a vacuum because light can
- confusing the speed of the sound wave with the speed of the vibrating particles
- saying the ear drum hears the sound, when the sensation is produced by the brain
- describing the sound wave itself travelling into the cochlea, rather than being converted into vibrations of solids and fluid
- confusing amplitude with frequency, so linking loudness to pitch
- stating that air particles travel from the source all the way into the ear canal
- saying high frequency sounds are too quiet to hear, rather than too fast for the solid part to follow
- assuming the limit is set by the air rather than by the properties of the vibrating solid
- treating the range as identical for every person and every device
- confusing the frequency range with the loudness needed before a sound is heard
- saying sounds above 20 kHz do not exist, instead of saying humans cannot detect them
- confusing the upper limit of human hearing (20,000 Hz) with the lower limit (20 Hz)
- reading a hearing graph as loudness rather than as the quietest sound that can just be heard
- describing the loudspeaker cone as making sound energy rather than pressure variations in the air
- giving only one direction of conversion when the question asks for processes in both
- omitting the magnetic field, so the force on the coil has no cause
- stating the frequency limit without saying what physically causes it
- writing the upper limit as 20 kHz but then substituting 20 into a calculation that needs hertz
- giving the range as 20 Hz to 20 MHz, confusing kilo with mega
- treating the limits as exact for every person rather than as normal hearing
- quoting the range in decibels, which measures sound level and not frequency