Movements are exaggerated; figures are textbook approximations.
Controls
Activity
Model
Readings
- Breathing rate
- 15breaths/min
- Depth (tidal volume)
- 500mL
- Minute ventilation = rate × tidal volume
- 7.50L/min
- Current phase
- Inhalation (breathing in)
- Lung pressure (relative to the atmosphere)
- 0.00mm Hg
- Air in the lungs above resting level
- 0mL
- O₂ absorbed per breath (≈)
- 25.0mL
- CO₂ released per breath (≈)
- 19.8mL
How to use this simulation
- Press play and watch one full breath: when the diaphragm turns red and flattens and the ribs swing up and out, the pressure gauge moves below the atmosphere and air dots run down the trachea. When everything relaxes, the pressure goes above the atmosphere and the air runs out.
- Look at the spirometer trace. Each hill is one breath, and the dashed line marks the tidal volume, the height of the hill.
- Look at the magnified alveolus: oxygen (green) crosses the thin wall into the blood, carbon dioxide (amber) crosses the other way.
- Move the breathing-rate and depth sliders and watch the minute ventilation reading, which is rate × tidal volume, change.
- Choose "Exercise" to see a faster, deeper breath with muscles also working on the way out, then switch the model to the bell jar and compare it with the chest.
Count your breaths for one minute
Sit still, look at a clock and count how many times your chest rises in one minute. Do not try to control it; the moment you pay attention it tends to change, so ask a friend to count if you can. Most people at rest land somewhere between 12 and 18. You have just measured your breathing rate.
Now do the sum. If you breathe 15 times a minute and each breath moves about 500 mL of air, you move 7.5 litres of air in and out every minute. One breath takes about 4 seconds, 2 in and 2 out. That is about 21,600 breaths and 10,800 litres of air in a day, and you never once decided to do any of it. Your brain runs it in the background, like a heartbeat.
This page is about how that happens. The surprise is that your lungs have no muscles at all. They cannot pull air in. What happens instead is a mechanical trick: muscles change the size of the box the lungs sit in, and air simply follows the pressure. Once you see the trick, every exam question on this topic becomes a short chain of "so what happens next?".
Breathing and respiration are not the same thing
Textbooks use two words that look alike, and mixing them up is the most common way to lose marks on this chapter.
Breathing (also called ventilation, or in Bangla শ্বাসক্রিয়া) is the physical movement of air into and out of the lungs. It is a mechanical process done by muscles and bones, and it is what this animation shows. Respiration (শ্বসন) is a chemical process that happens inside every living cell: glucose is broken down, using oxygen, to release energy for the cell. Breathing is how oxygen reaches the blood and carbon dioxide leaves it; respiration is why the body needs oxygen at all.
C₆H₁₂O₆ + 6O₂ → 6CO₂ + 6H₂O + energy (ATP)cellular respiration, in the mitochondria
| Breathing | Cellular respiration | |
|---|---|---|
| What it is | Movement of air in and out of the lungs | Breakdown of glucose to release energy |
| Type of process | Physical, mechanical | Chemical, controlled by enzymes |
| Where | Nose, airway, lungs, chest wall | Inside every cell (mitochondria) |
| Energy | Uses a little energy (muscle work) | Releases energy as ATP |
| Needs lungs? | Yes, in humans | No: plants, yeast and bacteria respire too |
The airway: from nostril to alveolus
Air follows a fixed route. It enters through the nostrils (or the mouth), passes the throat and the voice box, and goes down the trachea, the windpipe. The trachea is held open by C-shaped rings of cartilage, so it cannot collapse when the pressure inside it drops. You can feel these rings if you press gently on the front of your neck.
At the bottom, the trachea divides into two bronchi, one for each lung. Each bronchus branches again and again into narrower tubes, the bronchioles, like a tree turned upside down. The smallest bronchioles end in tiny air sacs called alveoli (singular: alveolus), clustered like bunches of grapes. There are hundreds of millions of them, and this is where the blood actually meets the air.
The lining of the nose and trachea does a second job. Hairs and sticky mucus trap dust and germs, and tiny hair-like cilia sweep the mucus up towards the throat to be swallowed or coughed out. The air is also warmed and moistened on the way, so the delicate alveoli receive clean, warm, damp air.
- Nostrils: filter with hairs and mucus, warm and moisten the air.
- Trachea: windpipe held open by cartilage rings, lined with cilia.
- Bronchi: two branches, one into each lung.
- Bronchioles: ever narrower branches.
- Alveoli: thin-walled air sacs where gases are exchanged.
The chest as a box with a movable floor
Picture the chest cavity (thorax) as a box. The back wall is the spine. The front wall is the sternum. The sides are made of ribs, twelve pairs of curved bones that join the spine at the back and, for most of them, the sternum at the front. The roof is the base of the neck. The floor is a dome-shaped sheet of muscle: the diaphragm, which separates the chest from the abdomen. In the simulation we draw six pairs of ribs to keep the picture clear.
Between each pair of neighbouring ribs run two thin layers of muscle, the intercostal muscles (inter = between, costal = ribs). The external intercostals have fibres that slope down and towards the front, like your hands slid into your pockets. The internal intercostals lie underneath with fibres sloping the other way, so the two layers form a crisscross. When the external ones contract, they pull each rib towards the one above it, and since the top ribs are held steady the whole cage swings up and out. Look for the red X marks between the ribs in the simulation.
The lungs sit inside this box, wrapped in a double-layered membrane called the pleura. A thin film of fluid between its two layers lets them slide over each other, and also makes the lung surface cling to the inside of the chest wall, like two wet glass plates that slide but do not pull apart. This is why the lung follows the chest wall when the wall moves. If air leaks into that space, the clinging is lost and the lung can collapse.
| Part | What it is | Role in breathing |
|---|---|---|
| Diaphragm | Dome-shaped sheet of muscle under the lungs | Contracts and flattens to enlarge the chest from top to bottom |
| External intercostals | Muscles between the ribs, fibres sloping down and forward | Contract to lift the ribs up and out |
| Internal intercostals | Deeper muscles between the ribs, fibres sloping the other way | Contract in a forced breath out to pull the ribs down and in |
| Ribs and sternum | The bony cage | Protect the lungs; swing up and out like bucket handles |
| Pleura | Double membrane with fluid between | Lets the lungs move smoothly and follow the chest wall |
| Lungs | Elastic, spongy organs with no muscle of their own | Passive: they change size only because the chest does |
The law behind it all: Boyle's law
Robert Boyle found that for a fixed amount of gas at a constant temperature, pressure and volume are inversely related. Make the container bigger and the gas spreads out, so there are fewer molecules hitting each square centimetre of wall every second, which is lower pressure. Squeeze the container smaller and the pressure rises. Think of a bicycle pump with your finger over the nozzle: push the handle in and you feel the pressure build.
Now the second half of the idea. Air always flows from a region of higher pressure to a region of lower pressure, never the other way. So if the pressure inside your lungs is even slightly lower than the pressure of the air outside, air will flow in through the airway until the two are equal. If it is slightly higher, air flows out. That's all breathing is.
The muscles' only job is to change the volume of the chest. Pressure and flow follow automatically.
P₁ × V₁ = P₂ × V₂Boyle's law: constant temperature, fixed amount of gas
Air flows from high pressure to low pressurethe direction rule
Inhalation, step by step
Inhalation (inspiration, in Bangla প্রশ্বাস, in Hindi अंतःश्वसन) is always active: it needs muscles to work. Here is the whole sequence, in the order you can watch it in the simulation.
| Step | What happens | Why it matters |
|---|---|---|
| 1 | The breathing centre in the brain sends signals along nerves (the phrenic nerve to the diaphragm, intercostal nerves to the rib muscles) | The muscles only contract when told to |
| 2 | The diaphragm contracts, so its dome flattens and moves down | The chest gets taller |
| 3 | The external intercostal muscles contract and the ribs and sternum move up and out | The chest gets wider and deeper |
| 4 | The chest cavity volume increases; the lungs, clinging to the chest wall by the pleura, expand with it | The lungs get bigger |
| 5 | The pressure inside the lungs falls below the atmospheric pressure (Boyle's law) | Creates a pressure difference |
| 6 | Air flows from outside (higher pressure) through the airway into the alveoli (lower pressure) | The lungs fill |
| 7 | Flow stops when the pressure inside equals the pressure outside | End of inhalation |
Exhalation, step by step
Exhalation (expiration, নিঃশ্বাস, उच्छ्वसन) at rest needs no muscle work at all. It is passive. The lungs are elastic, like a stretched balloon, and once the muscles stop pulling they spring back on their own. That's why quiet breathing costs so little energy.
| Step | What happens | Why it matters |
|---|---|---|
| 1 | The nerve signals stop and the diaphragm and external intercostals relax | No muscle is pulling any more |
| 2 | The diaphragm dome rises back up | The chest gets shorter |
| 3 | The ribs and sternum drop down and in, helped by gravity and the springiness of the cartilage | The chest gets narrower |
| 4 | The chest cavity volume decreases; the elastic lungs recoil | The lungs get smaller |
| 5 | The pressure inside the lungs rises above atmospheric pressure | Creates a pressure difference the other way |
| 6 | Air flows from the alveoli through the airway out of the body | The lungs empty |
| 7 | Flow stops when the two pressures are equal again | End of exhalation, ready for the next breath |
How big is "lower pressure"? The numbers
The atmosphere presses with about 760 mm Hg at sea level. During quiet breathing the pressure in the lungs differs from this by only about 1 mm Hg: a little under on the way in, a little over on the way out. That is why the gauge in the simulation is measured relative to the atmosphere, with zero in the middle. At the default settings of 15 breaths a minute and 500 mL, the model's gauge swings between about −1.0 and +1.0 mm Hg.
It is a tiny difference, but air is light and the airway is wide, so a tiny difference is all it takes. The pressure is largest when the air is flowing fastest, in the middle of each half-breath, and falls to zero at the very end of each, when the flow stops. Notice that at the end of inhalation the lungs are fullest but the pressure gauge reads zero. Pressure drives flow; it does not mean the lungs are full.
| Breaths per minute | Tidal volume (mL) | Minute ventilation (L/min) | Pressure swing in the model (± mm Hg) |
|---|---|---|---|
| 12 | 500 | 6.0 | 0.8 |
| 15 | 500 | 7.5 | 1.0 |
| 18 | 500 | 9.0 | 1.2 |
| 30 | 250 | 7.5 | 1.0 |
| 25 | 1,500 | 37.5 | 5.0 |
The bell jar model: a classic diagram
Almost every school textbook has a drawing of a bell jar with balloons inside. It is the cheapest way to see Boyle's law at work, and exam questions on it are very common. Pick "Bell jar model" in the simulation to see it move.
The parts are a one-to-one map of the human chest. A glass bell jar stands for the chest cavity. A Y-shaped glass tube through a cork at the top stands for the trachea and the two bronchi. Two balloons tied to the arms of the Y stand for the lungs. A sheet of stretched rubber closing the bottom of the jar stands for the diaphragm, with a knob in its middle you can pull.
Pull the rubber sheet down. The volume inside the jar grows, so the pressure of the air in the jar falls below the atmospheric pressure outside. The air outside, now at higher pressure than the space around the balloons, rushes in through the Y-tube and the balloons inflate. Let the sheet go back up: the volume shrinks, the pressure in the jar rises, and the balloons deflate as the air is squeezed out. In the simulation, notice that the dots of air in the jar thin out while the sheet is pulled down.
| Part of the model | Part of the body | What it does |
|---|---|---|
| Bell jar | Chest cavity | Encloses the lungs |
| Y-tube | Trachea and bronchi | Lets air in and out |
| Balloons | Lungs | Inflate and deflate with the air |
| Rubber sheet | Diaphragm | Pulled down to enlarge the volume |
Lung volumes and the spirometer
A spirometer is an instrument that records how much air you move in and out. The trace it draws goes up with each inhalation and down with each exhalation, so a quiet breather draws a regular wave, like the one on the right of the simulation.
The height of one wave is the tidal volume: the volume of air moved in or out in one normal breath. At rest it is about 500 mL in a healthy adult. The name comes from the tides, since air washes in and out and the lungs never empty completely. In the simulation the dashed line marks the tidal volume; slide the depth control and the dashed line moves with it.
Textbooks name other volumes for a spirometer trace taken with deliberately deep breaths. The inspiratory reserve volume is the extra air you can still breathe in after a normal inhalation. The expiratory reserve volume is the extra air you can push out after a normal exhalation. The residual volume is the air that stays in the lungs even after the hardest exhalation; it keeps the alveoli from collapsing. The vital capacity is the largest volume you can move in one breath, adding the tidal volume to both reserve volumes. These deep-breath values vary a lot between people, so in this page we only use the tidal volume.
Minute ventilation = breathing rate × tidal volume15 × 500 mL = 7,500 mL/min = 7.5 L/min
Gas exchange: what happens at the alveolus
The magnified panel shows the real purpose of all this movement. Each alveolus is a tiny sac with a wall one cell thick, wrapped in a net of capillaries whose walls are also one cell thick. The two walls are so close that gases cross between air and blood in a fraction of a second. The wall is kept moist, which lets the gases dissolve as they cross.
The crossing is by diffusion: molecules move from where they are crowded to where they are scarce. The air in the alveolus is rich in oxygen and poor in carbon dioxide. The blood arriving in the capillary has come back from the body, so it is poor in oxygen and rich in carbon dioxide. Oxygen therefore diffuses from the air into the blood, and carbon dioxide diffuses from the blood into the air. Fresh breaths keep topping up the oxygen and sweeping out the carbon dioxide, which keeps the differences large. That is the second reason breathing has to be continuous.
In the blood, oxygen is picked up by haemoglobin inside red blood cells and carried to the heart, which pumps it round the body. Most carbon dioxide travels the other way dissolved in the plasma, as bicarbonate. In the simulation the capillary turns from blue (oxygen-poor) to red (oxygen-rich) as it passes the alveolus.
Air that goes in is not the same as air that comes out. The textbook figures, all approximate, are in the table. Because the exhaled air carries about 100 times as much carbon dioxide as the inhaled air, and 5 percentage points less oxygen, the lungs clearly keep a part of what they receive.
| Gas | Inhaled air (about) | Exhaled air (about) | Change |
|---|---|---|---|
| Oxygen | 21% | 16% | 5 percentage points less |
| Carbon dioxide | 0.04% | 4% | about 100 times more |
| Nitrogen | about 78% | about 78% | not used by the body |
| Water vapour | varies with the weather | high, nearly saturated | added in the airway and lungs |
Rate and depth: resting breathing and exercise
A healthy adult at rest breathes about 12 to 18 times a minute. Minute ventilation is the total volume of air moved in one minute. It equals the rate times the tidal volume, so that range gives 6.0 to 9.0 L/min with 500 mL breaths.
When you run up the stairs, your muscle cells respire faster. They use more oxygen and make more carbon dioxide, and the blood carries the extra carbon dioxide back to the lungs. The brain has a breathing centre in the medulla of the brain stem that watches the carbon dioxide level in the blood. When it rises, the centre sends signals faster and stronger: you breathe faster (higher rate) and deeper (higher tidal volume), and the minute ventilation shoots up. The main trigger is the rise of carbon dioxide, not the fall of oxygen, which many students expect.
The "Exercise" button in the simulation uses 25 breaths a minute and 1,500 mL, which gives 37.5 L/min. These are illustrative values chosen to make the change obvious, not a medical standard: how much a body increases breathing depends on the person and the effort.
Try these in the simulation
Each experiment takes under a minute and makes one idea stick.
1. Follow one breath from start to end
Set the speed to 0.25× and watch a whole breath. First the diaphragm turns red and flattens, the ribs rise, the gauge falls below zero, and the air dots run down the trachea. Then everything goes quiet and the dome springs back up; the gauge climbs above zero and the dots run back out.
2. Find the moment of lowest pressure
Pause part-way through the inhalation. The gauge reads about −1.0 mm Hg in the middle of the inhalation, when air is flowing fastest. Now let it run to the end of the inhalation: the lungs are at their biggest but the gauge is back at 0. The pressure difference is what moves the air, not the size.
3. Read the tidal volume off the spirometer
Let the trace fill the screen with default settings. The dashed line sits at 500 mL and the waves reach exactly that line. Now drag the depth slider to a bigger value: the waves grow and the dashed line follows.
4. Same total, different pattern
Set the rate to 30 and the depth to 250 mL. The minute ventilation reads 7.5 L/min, exactly the default 7.5 L/min, although the spirometer now shows twice as many waves, each half as tall. The formula only sees the product of the two numbers.
5. Switch to exercise
Press "Exercise". The rate jumps to 25, the depth to 1,500 mL and the minute ventilation to 37.5 L/min, about 5 times the resting value. The gauge swings further (about 5.0 mm Hg either way), and on the way out the internal intercostals and abdominal muscles now turn red. Switch back to "At rest" and they go quiet again.
6. Swap the chest for the bell jar
Choose "Bell jar model". Watch the rubber sheet being pulled down and the balloons fill, and notice the grey air dots thin out inside the jar while the sheet is down. Then compare each part of the jar with the same part of the chest.
Solved problems
Every answer is worked from the simulation's own model, so you can check it against the readings panel.
Problem 1: Minute ventilation at rest
A student breathes 15 times a minute and moves 500 mL of air with each breath. Find the minute ventilation in litres per minute.
Minute ventilation = rate × tidal volume
- Minute ventilation = 15 × 500 = 7,500 mL/min
- Divide by 1,000 to convert to litres: 7.5 L/min
Problem 2: A whole day of breathing
Using the figures of Problem 1, how many breaths does a person take in a day, and how much air moves through the lungs?
Breaths: 15 per minute × 1,440 minutes in a day = 21,600. Air: 7.5 L/min × 1,440 = 10,800 litres every day.
Problem 3: Counting for half a minute
A nurse counts 8 breaths in 30 seconds. What is the breathing rate, and what is the minute ventilation if each breath is 500 mL?
Multiply by 2 to get a full minute: 8 × 2 = 16 breaths/min. Minute ventilation = 16 × 500 mL = 8,000 mL/min = 8.0 L/min.
Problem 4: Finding the tidal volume
A person breathes 18 times a minute and the minute ventilation is 9 L/min. What is the tidal volume?
Convert the minute ventilation: 9 L = 9,000 mL. Tidal volume = minute ventilation ÷ rate = 9,000 ÷ 18 = 500 mL.
Problem 5: Oxygen taken up in a breath
Using the approximate textbook figures (inhaled air 21% oxygen, exhaled air 16%), estimate how much oxygen the body removes from a 500 mL breath, and from a minute of breathing at 15 breaths.
The difference is 21 − 16 = 5 percentage points. Per breath: 500 × 5 ÷ 100 = 25 mL. Per minute: 15 × 25 = 375 mL. This is a rough estimate from rounded textbook percentages, good for understanding the idea, not for measuring a person.
Problem 6: Carbon dioxide given out
With 0.04% carbon dioxide in inhaled air and about 4% in exhaled air, how much carbon dioxide is added by one 500 mL breath? How many times richer in carbon dioxide is the air breathed out?
Difference: 4 − 0.04 = 3.96 percentage points. Added per breath: 500 × 3.96 ÷ 100 = 19.8 mL. Ratio: 4 ÷ 0.04 = 100 times.
Problem 7: Boyle's law on a sealed lung
A thought experiment: imagine a lung sealed off from the outside, holding 2,500 mL of air at 760 mm Hg. The chest enlarges by 500 mL, so the lung grows to 3,000 mL. What would the pressure become?
P₂ = P₁ × V₁ ÷ V₂ = 760 × 2,500 ÷ 3,000 = 633.3 mm Hg, a drop of 126.7 mm Hg. In a real lung the airway is open, so air rushes in the instant a tiny difference appears and the pressure never falls by more than about 1 mm Hg. The sealed case shows why air must flow in: the pressure would otherwise fall a lot.
Problem 8: Breathing during exercise
In the simulation's exercise setting the rate is 25 breaths/min and the tidal volume is 1,500 mL. Find the minute ventilation, compare it with rest, and estimate the oxygen taken up per breath using the same percentages.
Minute ventilation = 25 × 1,500 = 37,500 mL/min = 37.5 L/min. Compared with 7.5 L/min at rest, that is 5 times as much. Oxygen per breath ≈ 1,500 × 5 ÷ 100 = 75 mL. In real exercise the exhaled oxygen percentage changes, so treat this as an illustration of scale.
Common mistakes
Most lost marks on this topic come from a handful of slips. Check each one before you hand in.
- Saying the lungs pull air in. The lungs have no muscle; the diaphragm and rib muscles change the chest volume and the pressure difference moves the air.
- Writing that breathing and respiration are the same. Breathing is mechanical air movement; respiration is the release of energy from glucose in cells.
- Saying the diaphragm moves up during inhalation. It contracts, flattens and moves down.
- Saying the ribs move down and in during inhalation. They move up and out.
- Mixing up the pressure: during inhalation the lung pressure is lower than the atmosphere, not higher.
- Calling quiet exhalation active. At rest it is passive: the muscles relax and the elastic lungs recoil.
- Believing that we breathe out only carbon dioxide. Exhaled air still holds about 16% oxygen and 78% nitrogen.
- Drawing the bell jar sheet moving up when inhaling. It is pulled down.
- Forgetting units in calculations: convert mL to litres before giving minute ventilation in L/min.
Breathing in real life and health
Everything above is a normal, healthy lung. Many everyday health topics are about what happens when one link in the chain goes wrong. This is textbook-level background, not medical advice; a doctor is always the right person to ask about a real person.
Asthma is a long-term condition in which the airways become inflamed and narrow, so air is harder to move through them and breathing out is especially hard. Medicines taken from an inhaler, prescribed by a doctor, relax and open the airways.
Smoking harms the whole system. The tar and chemicals in tobacco smoke damage the cilia, so mucus and germs are no longer swept out. Over years the airways become inflamed and the thin alveolar walls can break down, leaving fewer, larger air spaces and much less surface for gas exchange. Carbon monoxide in the smoke also attaches to haemoglobin and reduces the oxygen the blood can carry.
Air pollution is a matter of daily life in many cities, including Dhaka in the dry season, when dust and smoke particles are breathed deep into the airway. Masks, cleaner fuel and less burning of waste all reduce the load on the airway.
The same idea of pressure and volume lies behind rescue breathing. Exhaled air still contains about 16% oxygen, enough that breaths given by a trained rescuer can help a person who has stopped breathing. Anyone can learn this and chest compressions in a certified first-aid course, and it is best learned from a real instructor rather than from a page. In an emergency, always call the local emergency number first.
People at high altitude breathe faster because each gulp of thin air carries less oxygen. And when you hold your breath, the urge to breathe comes mainly from carbon dioxide building up in the blood, not from running out of oxygen.
Exam corner
This topic produces predictable questions at every level. Practise these until you can write them without looking.
Definitions: breathing, respiration, inspiration, expiration, tidal volume, minute ventilation. Diagrams: the human respiratory system with trachea, bronchi, lungs, alveoli and diaphragm labelled; the bell jar model with its four parts labelled; a close-up of an alveolus with its capillary and arrows for oxygen and carbon dioxide. Always draw arrows for the direction of movement.
Short answers: why the lungs do not collapse (the pleura); why the trachea has cartilage rings; why the alveoli have thin walls and a rich blood supply; what the bell jar balloons and rubber sheet represent. Compare inhalation and expiration in a table with the rows diaphragm, ribs, chest volume, lung pressure and air movement.
Calculations: minute ventilation = rate × tidal volume (convert mL to litres), the rate from a 30-second count, and the tidal volume from a spirometer. Write the formula first, substitute the numbers with units, and give the answer with units.
For board exams in India (CBSE and NCERT), this is covered in the Class 10 Science chapter on Life Processes and in more detail in Class 11 Biology, "Breathing and Exchange of Gases", where the lung volumes (inspiratory reserve volume, expiratory reserve volume, residual volume, vital capacity) are also asked. For GCSE, IGCSE and similar courses, expect the bell jar, the gas-composition table and the effect of exercise.
One-screen revision
Read this the night before; every line is a likely question.
- Breathing is mechanical (air in and out); respiration is chemical (glucose and oxygen make energy in cells).
- Airway: nostrils, trachea, bronchi, bronchioles, alveoli.
- Inhalation: diaphragm contracts and flattens, external intercostals lift the ribs, volume up, pressure down, air in.
- Exhalation at rest: muscles relax, diaphragm rises, ribs fall, volume down, pressure up, air out.
- Forced exhalation uses internal intercostals and abdominal muscles.
- Boyle's law: pressure × volume is constant, and air flows from high to low pressure.
- Bell jar: jar = chest, Y-tube = airway, balloons = lungs, rubber sheet = diaphragm.
- Tidal volume ≈ 500 mL at rest; minute ventilation = rate × tidal volume = 15 × 500 = 7.5 L/min.
- Inhaled air ≈ 21% O₂ and 0.04% CO₂; exhaled air ≈ 16% O₂ and 4% CO₂.
- Gas exchange is by diffusion across a wall one cell thick: O₂ into the blood, CO₂ out.
Frequently asked questions
How does the breathing mechanism work?
Muscles change the volume of the chest and pressure does the rest. In inhalation the diaphragm contracts and flattens and the external intercostals lift the ribs, so chest volume rises and pressure falls below the atmosphere, drawing air in. In exhalation they relax, volume falls, pressure rises and air flows out.
What is the role of the diaphragm in breathing?
The diaphragm is a dome-shaped muscle under the lungs. When it contracts it flattens and moves down, making the chest taller and reducing the pressure inside. When it relaxes, the dome rises and air is pushed out. It does most of the work of quiet breathing.
What is the difference between breathing and respiration?
Breathing is the mechanical movement of air in and out of the lungs. Respiration is the chemical process in every cell that breaks down glucose with oxygen to release energy. Breathing supplies the oxygen and removes the carbon dioxide that respiration uses and makes.
Why does air flow into the lungs during inhalation?
Because the pressure inside the lungs becomes lower than the atmospheric pressure. Enlarging the chest increases the volume, and by Boyle's law the pressure drops. Air always moves from higher to lower pressure, so it flows in through the airway.
Is exhalation active or passive?
At rest it is passive: the diaphragm and external intercostals relax and the elastic lungs recoil. In exercise or when you blow hard it is active, because the internal intercostals and abdominal muscles contract to push air out faster.
What is tidal volume?
Tidal volume is the volume of air moved in or out in one normal breath. At rest it is about 500 mL in a healthy adult. Multiplied by the breathing rate it gives the minute ventilation.
How do you calculate minute ventilation?
Multiply the breathing rate by the tidal volume. With 15 breaths a minute and 500 mL each, minute ventilation is 15 × 500 = 7,500 mL, which is 7.5 litres per minute. Convert mL to litres by dividing by 1,000.
How does the bell jar model represent breathing?
The bell jar is the chest cavity, the Y-tube is the trachea and bronchi, the balloons are the lungs and the rubber sheet is the diaphragm. Pulling the sheet down enlarges the jar, lowers the pressure and inflates the balloons. Releasing it reverses everything.
What is the composition of inhaled and exhaled air?
Approximately, inhaled air is 21% oxygen and 0.04% carbon dioxide. Exhaled air is about 16% oxygen and 4% carbon dioxide, and is also warmer and wetter. Nitrogen, about 78%, is almost unchanged.
Why do we breathe faster during exercise?
Working muscles respire faster, using more oxygen and making more carbon dioxide. Rising carbon dioxide in the blood is detected by the breathing centre in the brain, which speeds up and deepens breathing so the lungs can supply oxygen and remove carbon dioxide faster.
Why do the lungs not collapse?
The lungs are wrapped in the pleura, a double membrane with a thin film of fluid between its layers. The fluid makes the lung surface cling to the inside of the chest wall, so the lungs expand and shrink with the chest instead of collapsing.
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Mendelian Genetics
Learn Mendel's laws with a real Punnett-square builder: monohybrid and dihybrid crosses, test crosses, incomplete dominance, blood-type codominance, and sex determination — every ratio computed live.
Grade 11–12
DNA Replication
DNA replication explained: semi-conservative copying, key enzymes, leading vs lagging strand, Okazaki fragments and the Meselson-Stahl proof — in a live simulation.
Grade 9–11
Cellular Respiration
Cellular respiration explained: aerobic vs anaerobic respiration, glycolysis, the Krebs cycle, the electron transport chain and ATP yield. Run the mitochondrion simulation and see the numbers add up.
Grade 9–11
Enzyme Action
What an enzyme is, the active site, lock-and-key vs induced-fit models, how temperature, pH and inhibitors change its rate, and the Michaelis-Menten equation — explore it live in a simulation.
Grade 10–11
The Nerve Impulse and the Action Potential
See a stimulus above threshold (-55 mV) fire an action potential that races down the axon — continuous or saltatory — and release neurotransmitter at the synapse, with the real formulas.
Grade 9–11
The Nephron and Urine Formation
See how a kidney filters about 180 litres of fluid a day yet passes only around 1.50 litres of urine — filtration, reabsorption and the glucose threshold, with the real formulas.
Grade 9–11
Meiosis Cell Division
What is meiosis, what is crossing over, and how is it different from mitosis? Run a 2n = 4 cell through prophase I to telophase II yourself, with worked examples.
Grade 9–10
Digestive System
What is digestion, which enzyme acts where, and how do villi absorb nutrients? Run food's journey from mouth to large intestine yourself, with worked examples.
Grade 10–12
Protein synthesis
Watch RNA polymerase copy a gene into mRNA, then a ribosome read codons and build a protein. Edit the gene, mutate a base and use the codon table.
Grade 9–12
Blood circulation: double circulation and cardiac output
Watch blood travel from the heart to the lungs, round the body and back, in a live diagram. Pulmonary and systemic circulation, artery vs vein vs capillary, and cardiac output worked examples.
Grade 8–11
Cell structure and organelles: plant cell vs animal cell
See a plant cell and an animal cell side by side. Click the nucleus, mitochondria, chloroplast, Golgi body, ribosomes and more to learn each job. Includes a comparison table, magnification maths and exam questions.
Grade 9–11
Reflex action and the reflex arc
Touch something hot and watch the impulse run receptor, sensory neuron, spinal cord, motor neuron, muscle. Compute reflex time (24.33 ms) and see why pain is felt after you move.
Grade 9–11
The human eye: parts, image formation and accommodation
See how the cornea, iris, lens, ciliary muscles, retina, fovea and blind spot work in a live cross-section. Explore accommodation, myopia and hypermetropia, with solved lens-power problems.
Grade 11–12
Muscle contraction and the sliding-filament model
Watch actin and myosin slide inside a sarcomere. The A band stays 1.6 µm while the I band and H zone shrink; follow the cross-bridge cycle, calcium and ATP step by step.
Grade 9–11
Transport in plants: xylem, phloem and transpiration
See water rise through the xylem and sugar sink through the phloem. Change light, humidity and wind and compute the transpiration rate (54.8 g/m²/h on the default day).
Grade 9–12
Food chain and food web: energy flow and the 10 % rule
Build a food web, remove a species and watch the knock-on effects, then run the 10% rule on an energy pyramid (10,000 kJ of producer energy leaves just 1 kJ at the top).
Grade 11–12
Population growth: exponential and logistic curves
Drag r and the carrying capacity K and watch exponential and logistic curves diverge. With r = 0.40 per hour and K = 1,000, a culture doubles every 1.73 h and levels off near K.
Grade 11–12
Natural selection: peppered moths and the sooty tree
Slide the soot level and watch birds pick off the more visible moths. With 80 % soot and 40 % selection, dark moths climb from 10 % to 90 % of the moths in 15 generations.
Grade 10–12
Immune response: primary and secondary antibody response
Compare a vaccinated and an unvaccinated person on one antibody graph. In this model memory cuts the wait for protection from 8.1 to 2.5 days and raises the peak 5.1 times.
Grade 10–12
Pollination and fertilisation
Follow pollen from anther to stigma, down the pollen tube and into the ovule. Watch double fertilisation make the 14-chromosome zygote and 21-chromosome endosperm, then seed and fruit.
Animations in other subjects
Physics
Refraction of light
Physics
Ohm's law
Physics
Projectile motion
Physics
Simple pendulum
Physics
Electric field
Physics
Wave interference
Physics
Free Fall
Physics
Lens ray diagrams
Physics
Newton's Laws of Motion
Physics
Spherical mirror ray diagrams
Physics
Electromagnetic Induction
Physics
Conservation of Momentum and Collisions
Physics
Work, Energy and Power
Physics
Inclined Plane
Physics
Uniform circular motion
Physics
Transverse and Longitudinal Waves
Physics
Levers and moments
Physics
Centre of mass
Physics
Spring-mass SHM
Physics
Vector addition: triangle and parallelogram laws
Physics
Relative velocity: trains and river crossing
Physics
Kepler's laws and elliptical orbits
Physics
Newton’s law of gravitation, g and satellites
Physics
Standing waves in strings and pipes
Physics
Resonance tube and the speed of sound
Physics
Beats: when two close notes pulse
Physics
Doppler effect: moving sources, listeners and sonic booms
Physics
Prism, dispersion of light and the rainbow
Physics
Kirchhoff’s laws: junction rule and loop rule
Physics
Wheatstone bridge and metre bridge
Physics
Single-slit diffraction
Physics
Defects of the human eye and their correction
Physics
Polarisation of light: Malus’s law and Brewster’s law
Physics
Charging and discharging a capacitor: the RC time constant
Physics
Magnetic field lines: bar magnet, current-carrying wire and solenoid
Physics
AC generator
Physics
Transformer
Physics
Heat transfer: conduction, convection and radiation
Physics
Photoelectric effect: Einstein’s equation and the stopping potential
Physics
Motor effect: force on a current-carrying wire and the DC motor
Physics
Gas molecules and kinetic theory: pressure, temperature and speed
Physics
The semiconductor diode: p–n junction, I–V curve and rectifier
Physics
Radioactive decay: half-life, the decay law and penetration
Physics
The Bohr atom: orbits, energy levels and the hydrogen spectrum
Chemistry
Structure of the atom
Chemistry
Acids, Bases and the pH Scale
Chemistry
Electron configuration
Chemistry
Gas laws: Boyle, Charles, Gay-Lussac, Avogadro and PV = nRT
Chemistry
How an Ionic Bond Forms
Chemistry
Electrolysis and Faraday’s Laws
Chemistry
Covalent Bond
Chemistry
Periodic Trends
Chemistry
Reaction rate and collision theory
Chemistry
States of matter: solid, liquid, gas and the heating curve
Chemistry
Atomic orbitals: the shapes of s, p and d, quantum numbers and nodes
Chemistry
Molecular shapes and VSEPR theory: bond pairs, lone pairs and angles
Chemistry
The mole concept: molar mass, Avogadro’s number and molar volume
Chemistry
Diffusion and effusion: Graham’s law of gases
Chemistry
Balancing chemical equations: method, examples and practice
Chemistry
Chemical equilibrium: the equilibrium constant Kc and Le Chatelier’s principle
Chemistry
Titration: finding an unknown concentration with a burette and an indicator
Chemistry
Galvanic cell: the Daniell cell, EMF and the Nernst equation
Chemistry
Redox reactions: oxidation numbers, electron transfer and half-equations
Chemistry
Hydrocarbons: alkanes, alkenes, alkynes and structural isomers in 3D
Chemistry
Functional groups: alcohols, aldehydes, ketones, acids, esters and amines
Chemistry
Polymerisation: addition and condensation polymers, polythene and nylon
Chemistry
Separation techniques: filtration, distillation, chromatography, crystallisation
Chemistry
Crystal lattice: SC, BCC and FCC unit cells, packing efficiency and density
Chemistry
Radioactivity: Alpha, Beta, Gamma Decay and Half-Life
Mathematics
Pythagorean Theorem
Mathematics
Trigonometric Ratios and the Unit Circle
Mathematics
Quadratic functions and their graphs
Mathematics
Circle theorems
Mathematics
Heights and distances: elevation and depression angles
Mathematics
Probability: experimental vs theoretical probability
Mathematics
Arithmetic and Geometric Sequences
Mathematics
Mean, Median and Mode
Mathematics
Sets and Venn Diagrams
Mathematics
Linear equations: graphs, slope and simultaneous pairs
Mathematics
Graphs of sin, cos and tan
Mathematics
Completing the Square and the Quadratic Formula
Mathematics
Area of a Circle: Proof, Formula and Solved Problems
Mathematics
Volume and Surface Area of Solids: Cube, Cuboid, Cylinder, Cone, Sphere
Mathematics
Similar Triangles: Scale Factor, AA, SSS, SAS and Shadow Heights
Mathematics
Coordinate Geometry: Distance, Midpoint, Slope, Section Formula and Locus
Mathematics
Conic Sections: Circle, Ellipse, Parabola and Hyperbola
Mathematics
Function Transformations: Shifts, Stretches and Reflections
Mathematics
Derivative as the Slope of a Tangent: Secant to Tangent
Mathematics
Riemann Sums and Integration: Area Under a Curve
Mathematics
Limits and the ε–δ Definition: A Visual Guide
Mathematics
3D Vectors: Sum, Dot Product and Cross Product
Mathematics
Matrix Transformations: Rotation, Reflection, Shear and the Determinant
Mathematics
Complex Numbers: Sum, Product, Powers and Roots on the Argand Plane
Mathematics






















