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This lesson covers the mechanics of breathing as required by the OCR GCSE PE specification (J587). You need to understand the process of inspiration (breathing in) and expiration (breathing out), the roles of the diaphragm and intercostal muscles, and the key terms breathing rate, tidal volume, and minute ventilation.
Breathing is the process of moving air into and out of the lungs. It involves two phases:
Breathing is controlled by the diaphragm (a dome-shaped muscle beneath the lungs) and the intercostal muscles (muscles between the ribs).
During inspiration, the body increases the volume of the chest cavity (thoracic cavity), which reduces the air pressure inside the lungs below atmospheric pressure. Air then flows in to equalise the pressure.
During vigorous exercise, inspiration becomes more forceful:
During expiration at rest, the body decreases the volume of the chest cavity, which increases air pressure inside the lungs above atmospheric pressure. Air is then pushed out.
At rest, expiration is largely a passive process — it relies on the elastic recoil of the lungs and the relaxation of the muscles, with no active muscle contraction required.
During exercise, expiration becomes an active process:
| Phase | Diaphragm | External Intercostals | Internal Intercostals | Ribs | Chest Volume | Air Pressure | Air Movement |
|---|---|---|---|---|---|---|---|
| Inspiration | Contracts (flattens) | Contract | Relax | Up and out | Increases | Decreases | Air in |
| Expiration (rest) | Relaxes (domes up) | Relax | Relax | Down and in | Decreases | Increases | Air out |
| Expiration (exercise) | Relaxes (pushed up by abdominals) | Relax | Contract | Pulled down and in | Decreases more forcefully | Increases more | Air forced out |
graph TD
A["INSPIRATION"] --> B["Diaphragm contracts<br>(flattens)"]
A --> C["External intercostals<br>contract"]
B --> D["Chest volume<br>increases"]
C --> D
D --> E["Pressure decreases"]
E --> F["Air drawn IN"]
G["EXPIRATION"] --> H["Diaphragm relaxes<br>(domes up)"]
G --> I["Intercostals relax<br>(+ internal intercostals<br>during exercise)"]
H --> J["Chest volume<br>decreases"]
I --> J
J --> K["Pressure increases"]
K --> L["Air pushed OUT"]
style A fill:#4a90d9,color:#fff
style F fill:#27ae60,color:#fff
style G fill:#e67e22,color:#fff
style L fill:#e74c3c,color:#fff
Breathing rate is the number of breaths taken per minute.
| Condition | Typical Breathing Rate |
|---|---|
| At rest | ~12-20 breaths per minute |
| During exercise | Can increase to 40-60+ breaths per minute |
Tidal volume is the volume of air breathed in or out in one normal breath.
| Condition | Typical Tidal Volume |
|---|---|
| At rest | ~500 ml (0.5 litres) |
| During exercise | Can increase to 2-3+ litres |
Minute ventilation is the total volume of air breathed in or out per minute. It is calculated using the equation:
Minute Ventilation=Tidal Volume×Breathing RateOr: VE = TV x BR (sometimes written as MV = TV x f)
| Condition | TV (litres) | BR (breaths/min) | VE (litres/min) |
|---|---|---|---|
| At rest | 0.5 | 15 | 7.5 |
| During exercise | 2.5 | 40 | 100 |
Exam Tip: You MUST be able to use the equation Minute Ventilation = Tidal Volume x Breathing Rate. If given two values, you must calculate the third. For example: if TV = 2 litres and BR = 35, then VE = 2 x 35 = 70 litres/min.
At rest, a person has a tidal volume of 0.5 litres and a breathing rate of 16 breaths per minute. Calculate their minute ventilation.
VE = TV x BR = 0.5 x 16 = 8 litres/min
During exercise, a person's minute ventilation is 90 litres/min and their breathing rate is 45 breaths per minute. Calculate their tidal volume.
TV = VE ÷ BR = 90 ÷ 45 = 2 litres per breath
During exercise, a person's tidal volume is 3 litres and their minute ventilation is 120 litres/min. Calculate their breathing rate.
BR = VE ÷ TV = 120 ÷ 3 = 40 breaths per minute
During exercise, the body needs more oxygen and produces more carbon dioxide. The respiratory system responds by:
These changes ensure that more oxygen reaches the alveoli for gaseous exchange and more carbon dioxide is removed.
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