IB Biology HL Gas Exchange Systems Paper 1 & 2 ~12 min read

Measuring Lung Volumes

A spirometer turns breathing into a graph. Once you can read that graph, four different lung volumes are sitting there in front of you – and exam questions about them are usually just careful reading plus one subtraction.

📚 What you need to know

What the machine actually does

The classic spirometer is a sealed chamber of gas sitting over a tank of water, with a lid that floats on top. You breathe through a mouthpiece connected to that chamber, wearing a nose clip so all your air goes through the machine and none escapes.

If the chamber is filled with pure oxygen, a canister of soda lime in the circuit absorbs the carbon dioxide you breathe out. Because the carbon dioxide is removed but the oxygen is not replaced, the total volume in the machine slowly falls – and the rate at which the whole trace drifts downwards tells you the person’s oxygen consumption.

A classic spirometer nose clip on soda lime absorbs CO₂ gas chamber floating on water lid rises and falls as you breathe trace drawn on a drum Breathe in and the lid sinks; breathe out and the lid rises again
Modern electronic spirometers do the same job with a sensor and a screen, but the readings you take off the trace are identical.

The four volumes, in plain words

MeasurementWhat it meansHow you get it from a trace
Tidal volume (TV)Air moved in and out in one normal, relaxed breathHeight of one small peak, from trough to peak
Inspiratory reserve volume (IRV)The extra air you could still breathe in on top of a normal breathMaximum inspiratory level minus the top of a normal breath
Expiratory reserve volume (ERV)The extra air you could still force out after a normal breath outBottom of a normal breath minus the maximum expiratory level
Vital capacity (VC)The most air you can move in one breath, from fullest to emptiestMaximum inspiratory level minus maximum expiratory level
Ventilation rateNumber of breaths per minuteCount the peaks in a known time and scale up to 60 s
Learn this one VC = TV + IRV + ERV
Reading a spirometer trace Quiet breathing, then one deep breath in and one forced breath out IRV ERV VC TV0 1 2 3 4 5 60 10 20 30 40 50 60time / s volume of air in lungs / dm³max inspiratory level quiet tidal breathing max expiratory level
Read the values off the y-axis, then subtract. Here TV = 3.0 − 2.5 = 0.5, IRV = 5.5 − 3.0 = 2.5, ERV = 2.5 − 1.2 = 1.3 and VC = 5.5 − 1.2 = 4.3 dm³.
Always take your readings from a trough to a peak, never from the axis to a peak. The trace shows the volume of air in the lungs, and your lungs are never empty – there is always residual air left, which a spirometer cannot measure.

What exercise does to the trace

Ask someone to exercise and then breathe into the spirometer, and two things change on the graph.

Both changes deliver more oxygen to the blood and remove carbon dioxide faster, which is what the working muscles need. Multiply the two together and you get the total volume of air moved per minute:

Air moved per minute ventilation per minute = tidal volume × ventilation rate
Practical points. Use a fresh, sterilised mouthpiece for each person, check the person has no respiratory condition before they take part, and never let anyone rebreathe from a chamber where the soda lime has been used up – the carbon dioxide would build up.

Worked examples

WE 1

Calculating vital capacity

A student has a tidal volume of 0.5 dm³, an inspiratory reserve volume of 3.0 dm³ and an expiratory reserve volume of 1.1 dm³. Calculate their vital capacity. (2 marks)

Step 1: write the equation VC = TV + IRV + ERV Step 2: put the numbers in VC = 0.5 + 3.0 + 1.1 VC = 4.6 dm³ always carry the unit through; a number with no unit usually loses the second mark
WE 2

Reading a trace and scaling up

On a trace, 12 complete breaths are recorded in 30 seconds and each peak rises from 2.5 dm³ to 3.0 dm³. Calculate the ventilation rate and the volume of air breathed per minute. (3 marks)

Step 1: ventilation rate 12 breaths in 30 s, so in 60 s there are 12 × 2 = 24 breaths per minute Step 2: tidal volume TV = 3.0 − 2.5 = 0.5 dm³ Step 3: multiply 0.5 × 24 = 12 24 breaths per minute, 12 dm³ of air per minute check what one “breath” is on the trace: one peak plus one trough, not two peaks
WE 3

Comparing rest and exercise

At rest a person has a tidal volume of 0.5 dm³ and takes 14 breaths per minute. During hard exercise their tidal volume rises to 2.4 dm³ and their rate rises to 32 breaths per minute. Calculate the increase in air breathed per minute and explain why it happens. (4 marks)

Step 1: at rest 0.5 × 14 = 7.0 dm³ per minute Step 2: during exercise 2.4 × 32 = 76.8 dm³ per minute Step 3: the increase 76.8 − 7.0 = 69.8 dm³ per minute, which is about 11 times more air Step 4: the explanation Muscles are respiring faster, so they need more oxygen and produce more carbon dioxide; deeper and faster breathing keeps the concentration gradients in the alveoli steep so gas exchange stays fast. Increase of 69.8 dm³ per minute say both parts – deeper breaths AND more of them – and finish on the gradient

💡 Exam tips

⚠ Common mistakes

Up next: Gas Exchange in Plants – no lungs, no muscles, no blood, and yet a leaf solves exactly the same four problems.

Want this explained one-to-one?

Book a free session with an experienced IB Biology tutor and get your trickiest topics made simple.

Book a Free Session →