3.3.1 Surface area to volume ratio Flashcards

1
Q

Relationship between size of organism and surface area to volume ratio

A
  • small animal = high SA:V ratio

- larger animal = low SA:V ratio

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2
Q

EQ: Explain how a larger body size is an adaptation to a colder climate.

A

-lower SA:VOL ratio

└so less heat lost/more heat retained

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3
Q

Fick’s Law

A

Rate of diffusion is proportional to surface area x difference in concentration / length of diffusion path (membrane thickness)

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4
Q

Why single-celled organisms generally have a larger surface-area to volume ratio

A

-living cells need to take in oxygen/ nutrients and remove waste
└via diffusion
-the rate of diffusion too slow if SA:V ratio too small

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5
Q

Why is the diffusion rate of substances quick in prokaryotes?

A

-substances are able to diffuse directly into / out of the cell across the cell surface membrane
└short diffusion path of substances= fast rate of diffusion

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6
Q

Why is diffusion across the outer membrane slow in eukaryotes?

A

-some cells are deep within the bod
└=a large distance between the cell and the outside environment
-large animals have a low SA:V ratio
└= difficult to exchange substances

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7
Q

Surface area to volume ratio

-why large, active organisms need a specialised surface for gaseous exchange

A

-large/ active, organisms have higher demand for oxygen / need to remove CO2
-smaller surface area to volume ratio
└=surface area too small / distance too large so diffusion takes too long to supply needs

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8
Q

Explain how differences in SA:V ratio have influenced the need for transport systems in mammals

A

-diffusion not adequate
└as not enough area relative to volume
└so distance too great
-mass flow system needed
└to transport blood and link the parts of the body
└ substances need to be transported e.g. oxygen
-as the demand is higher due to the high metabolic rate of mammals

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9
Q

EQ: Heat from respiration helps mammals to maintain a constant body temperature.
Use this information to explain the relationship between the surface area to volume ratio of mammals and the oxygen dissociation curves of their haemoglobins.

A

-smaller mammal =greater surface area to volume ratio
└=more heat lost
└=greater rate of respiration/metabolism
└oxygen required for respiration
└haemoglobin releases more oxygen more readily (haemoglobin has lower affinity)

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10
Q

What factors affect heat exchange?

A
  • body size

- body shape

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11
Q

How does body size affect heat exchange?

A

-larger animals = smaller surface area
└=harder for the animal to lose heat from its body
└SO smaller organisms need to have a relatively high metabolic rate
└to generate enough heat to stay warm

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12
Q

How does body shape affect heat exchange?

A

-compact shape = small SA:V ratio
└= minimising heat loss from the surface
-animals in a hotter environment will have a less compact shaper
└= increase the SA:V ratio and heat loss

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13
Q

What increases heat in the cell

A
  • metabolic rates

- creating waste products

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14
Q

What behavioural adaptations can organisms have in order to aid exchange?

A

-mammals in cold regions=l eat a lot of high energy foods
└to support their high metabolism
-cold weather, smaller mammals hibernate
-e.g. hippos spend much of their day in the water to help them lose heat

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15
Q

What physiological adaptations can organisms have in order to aid exchange?

A

-small animals = high SA:V ratio
└in hot climate, reduce water loss by producing less urine
└due to adaptation in kidney structure
-cold weather, smaller mammals
└=thick layers of fur
-e.g. Elephants
└large flat ears to increase their surface area

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16
Q

What 3 things must organisms exchange with their environment?

A
-respiratory gases 
└oxygen and carbon dioxide
-nutrients 
└glucose, fatty acids, amino acids, vitamins, minerals
-excretory products 
└urea and carbon dioxide
-heat
17
Q

Relationship between object size, surface area to volume ratio and metabolic rate

A

-smaller object
└=bigger SA:VOL ratio
└=smaller diffusion pathway
└=increases metabolic rate

18
Q

Surface area

How to calculate

A

-add up the area of all the surfaces

19
Q

Area of a circle

A

πr2

20
Q

Diameter of circle

A

-all the way across

21
Q

Diameter of circle

A

-half way

22
Q

Volume

How to calculate

A

Length x width x height