3.1.1a/b Diffusion & Exchange Surfaces Flashcards

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1
Q

What is diffusion

A

The net random movement of particles from an area of higher concentration to lower concentration, down a concentration gradient, (until an equilibrium is reached)

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2
Q

Why is diffusion usually enough to satisfy the needs of a single-celled organism

A
  • Metabolic activity is usually low
  • Diffusion distante is short
  • SA:V is high due to small size
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3
Q

Surface area of a sphere

A

4πr²

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4
Q

Volume of a sphere

A

4/3 πr^3

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5
Q

Relationship between size of organism and its SA:V

A

As the size of the organism increases, the SA:V decreases

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6
Q

2 factors for organisms with a small SA:V

A
  • diffusion distance is too great
  • rate of exchange is not fast enough & quantities exchanged are not large enough to meet metabolic demands
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7
Q

4 features that effective exchange surfaces have in common

A
  • Increased SA
  • Thin layers
  • Good blood supply
  • Ventilation to maintain
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8
Q

Why does increased SA make exchange surfaces more effective

A

This provides the area needed for exchange & overcomes the limitations of the SA:V ratio of larger organisms.

Eg includes root hair cells in plants & the villi in the small intestine of mammals

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9
Q

Why do thin layers make exchange surfaces more effective

A

These mean the distance that substances have to diffuse are short, making the process fast & efficient.

Eg includes the alveoli in the lungs & the villi of the small intestine

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10
Q

Why does good blood supply make exchange surfaces more effective

A

The steeper the concentration gradient, the faster diffusion takes place. Having a good blood supply ensures substances are constantly delivered to & removed from the exchange surface. This maintains a steep concentration gradient for diffusion.

Eg the alveoli of the lungs, gills go a fish & the villi of the small intestine

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11
Q

Why does ventilation to maintain diffusion gradient make exchange surfaces more effective

A

For gases, a ventilation system helps maintain concentration gradients & makes the process more efficient.

Eg the alveoli & gills of a fish where ventilation means a flow of water carrying dissolved gases

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12
Q

How to calculate SA of cube

A
  1. find area of one side
  2. multiply the area of one side by 6 (6 faces)

if all faces are not of equal area, calculate the area of all individual faces and add them up

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13
Q

How to calculate V of cube

A

length x width x height

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