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Multicellular organisms are too large for diffusion alone to supply all cells with nutrients and remove waste products. They have evolved specialised exchange surfaces and mass transport systems to meet metabolic demands. This topic covers gas exchange in humans, insects, and fish; the mammalian circulatory system; haemoglobin and oxygen transport; and plant transport systems.
Efficient exchange surfaces share common features:
These features relate to Fick's law: Rate ∝ (surface area × concentration difference) ÷ diffusion distance.
Key Definition: Fick's law states that the rate of diffusion is directly proportional to the surface area and the concentration difference, and inversely proportional to the thickness (diffusion distance) of the exchange surface.
Exam Tip: When explaining how an exchange surface is adapted for efficient exchange, always relate your answer back to Fick's law. For each adaptation, state which factor in Fick's law it affects (e.g., "the thin walls reduce diffusion distance, increasing the rate of diffusion").
| Adaptation | How It Helps (linked to Fick's law) |
|---|---|
| Millions of alveoli | Enormous total surface area (~70 m²) — increases SA in Fick's law |
| Walls one cell thick (squamous epithelium) | Short diffusion pathway (~0.5 µm) — reduces thickness |
| Dense capillary network | Maintains steep concentration gradient — blood flow carries O₂ away and brings CO₂ |
| Surfactant lining | Reduces surface tension, prevents alveoli collapsing on expiration |
| Ventilation (breathing) | Refreshes air in the alveoli, maintaining concentration gradient |
A diagram of an alveolus would show a thin-walled, roughly spherical sac. The wall is made of a single layer of flattened squamous epithelial cells. A capillary wraps closely around the outside, also made of a single layer of endothelial cells. The total barrier between alveolar air and blood is therefore just two cells thick. Inside the alveolus, a thin layer of moisture (with surfactant) lines the surface. Red arrows would show O₂ diffusing from the alveolus into the blood, and blue arrows would show CO₂ diffusing from the blood into the alveolus.
Key Definition: Pulmonary ventilation rate (PVR) is the total volume of air breathed in or out per minute. PVR = tidal volume × breathing rate.
Worked Example 1 — PVR Calculation:
A student at rest has a tidal volume of 0.5 dm³ and a breathing rate of 14 breaths per minute. Calculate the pulmonary ventilation rate.
Solution: PVR = tidal volume × breathing rate PVR = 0.5 dm³ × 14 min⁻¹ = 7.0 dm³ min⁻¹
During exercise, both tidal volume and breathing rate increase to meet the increased demand for oxygen.
A diagram of the countercurrent system would show a gill lamella as a flat plate. Above the lamella, an arrow shows water flowing from left to right with decreasing oxygen concentration (e.g., 100% → 20%). Below, blood flows from right to left with increasing oxygen concentration (e.g., 15% → 85%). At every point along the length, the water has a higher oxygen concentration than the adjacent blood, maintaining a diffusion gradient throughout.
Mammals possess a double circulatory system:
flowchart TD
RA["Right Atrium"] -->|"Deoxygenated blood"| RV["Right Ventricle"]
RV -->|"Pulmonary artery"| Lungs["Lungs
(Gas exchange)"]
Lungs -->|"Pulmonary vein"| LA["Left Atrium"]
LA -->|"Oxygenated blood"| LV["Left Ventricle"]
LV -->|"Aorta"| Body["Body Tissues"]
Body -->|"Vena cava"| RA
The advantage is that blood passes through the heart twice per circuit, maintaining high pressure for efficient delivery to tissues. The separation of oxygenated and deoxygenated blood also increases the efficiency of oxygen delivery.
flowchart TD
SAN["SAN
(Sinoatrial node — pacemaker)
Generates impulse"] --> Atria["Impulse spreads across both atria
→ Atrial systole"]
Atria --> AVN["AVN
(Atrioventricular node)
Slightly delays impulse ~0.1s"]
AVN --> BoH["Bundle of His
(in interventricular septum)"]
BoH --> PF["Purkinje fibres
(spread through ventricular walls)"]
PF --> VS["Ventricular systole
(from apex upwards)"]
| Vessel | Structure | Function |
|---|---|---|
| Arteries | Thick muscular walls, elastic tissue, narrow lumen, no valves (except semilunar) | Carry blood away from the heart at high pressure; elastic recoil smooths blood flow |
| Arterioles | Smooth muscle in walls | Regulate blood flow to capillary beds (vasoconstriction/vasodilation) |
| Capillaries | One endothelial cell thick, very narrow lumen (~8 µm), no muscle | Exchange of substances between blood and tissues; thin walls reduce diffusion distance |
| Venules/Veins | Thin walls, wide lumen, valves present | Return blood to the heart at low pressure; valves prevent backflow |
Key Definition: Tissue fluid is the fluid that surrounds cells in tissues. It is formed from blood plasma that has been forced out of capillaries by hydrostatic pressure.
Exam Tip: When describing tissue fluid formation, always state the direction of the net pressure at each end. At the arterial end, hydrostatic pressure > oncotic pressure = net outward flow. At the venous end, oncotic pressure > hydrostatic pressure = net inward flow.
Key Definition: Transpiration is the loss of water vapour from the aerial parts of a plant, mainly through stomata in the leaves.
Xylem vessels transport water and dissolved mineral ions from the roots to the leaves. The driving force is transpiration.
The Cohesion-Tension Theory:
flowchart BT
Soil["Soil water"] -->|"Osmosis"| Root["Root hair cells"]
Root -->|"Water enters xylem"| Xylem["Xylem vessels
(continuous water column
held by cohesion & adhesion)"]
Xylem -->|"Tension pulls
water upward"| Leaf["Mesophyll cells in leaf"]
Leaf -->|"Evaporation through
stomata (transpiration)"| Atm["Atmosphere"]
Factors affecting transpiration rate:
| Factor | Effect |
|---|---|
| Light intensity | Increases rate — stomata open in light for photosynthesis |
| Temperature | Increases rate — water molecules have more kinetic energy, evaporate faster |
| Wind speed (air movement) | Increases rate — moves humid air away from leaf surface, maintaining diffusion gradient |
| Humidity | Decreases rate — reduces the water potential gradient between leaf and air |
Key Definition: A potometer is a piece of apparatus used to measure the rate of water uptake by a leafy shoot, which is used as an estimate of the rate of transpiration.
A diagram of a potometer would show a leafy shoot sealed into a rubber bung at one end of a horizontal capillary tube. The other end of the tube is open to a reservoir of water. An air bubble is introduced into the capillary tube. As the shoot transpires, water is taken up, and the air bubble moves along the tube towards the shoot. The distance moved by the bubble in a given time indicates the rate of water uptake. A scale next to the tube allows measurement.
Important: A potometer measures the rate of water uptake, not strictly transpiration, because some water is used in photosynthesis and other processes. However, ~99% of water absorbed is lost by transpiration, so it is a close estimate.
Key Definition: Xerophytes are plants adapted to survive in dry (arid) conditions by reducing water loss.
| Adaptation | How It Reduces Water Loss |
|---|---|
| Thick waxy cuticle | Reduces evaporation through the leaf epidermis |
| Sunken stomata | Creates a pocket of humid air, reducing the water potential gradient |
| Rolled leaves (e.g., marram grass) | Traps moist air inside, reducing the water potential gradient |
| Reduced number of stomata | Fewer openings for water to escape |
| Hairy leaves | Trap a layer of still, moist air near the leaf surface |
| Small/needle-like leaves | Reduced surface area for evaporation |
| Deep or extensive root systems | Access water deep underground or over a wide area |
| CAM photosynthesis | Stomata open at night (when cooler) and close during the day |
Key Definition: Translocation is the transport of dissolved organic solutes (mainly sucrose and amino acids) through the phloem from sources (where sugars are produced, e.g., photosynthesising leaves) to sinks (where sugars are used or stored, e.g., roots, growing tips, fruits).
The Mass Flow Hypothesis (Münch, 1930):
flowchart LR
subgraph Source["Source (e.g., Leaf)"]
SL["Sucrose actively loaded
into sieve tube
(lowers water potential)"]
WI["Water enters from xylem
by osmosis
→ High hydrostatic pressure"]
end
subgraph Phloem["Phloem Sieve Tubes"]
MF["Mass flow of sucrose
solution from source → sink"]
end
subgraph Sink["Sink (e.g., Root)"]
SU["Sucrose unloaded
(raises water potential)"]
WO["Water leaves by osmosis
→ Low hydrostatic pressure"]
end
SL --> WI
WI --> MF
MF --> SU
SU --> WO
Evidence supporting the mass flow hypothesis:
Limitations of the hypothesis:
Worked Example 2 — Cardiac output calculation:
A person has a heart rate of 72 beats per minute and a stroke volume of 75 cm³. Calculate the cardiac output.
Solution: Cardiac output = heart rate × stroke volume Cardiac output = 72 × 75 = 5,400 cm³ min⁻¹ (or 5.4 dm³ min⁻¹)
Exam Tip: This formula is provided on the data sheet, but you must know how to use it. Units matter — if stroke volume is given in cm³, the answer will be in cm³ min⁻¹. Convert as needed.
Worked Example 3 — Transpiration rate from a potometer:
A bubble in a potometer moves 45 mm in 5 minutes. The capillary tube has a cross-sectional area of 0.8 mm². Calculate the rate of water uptake.
Solution: Volume of water taken up = distance × cross-sectional area = 45 × 0.8 = 36 mm³ Time = 5 minutes Rate = 36 ÷ 5 = 7.2 mm³ min⁻¹