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NotesESSTopic 2.1Density-dependent factors
Back to ESS Topics
2.1.115 min read

Density-dependent factors

IB Environmental Systems and Societies • Unit 2

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Contents

  • Density-dependent and density-independent factors
  • Negative feedback holds a population steady
  • Positive and negative feedback on the S-curve
  • Exam-style question
Does crowding matter?: A density-dependent factor gets stronger as a population gets more crowded. A density-independent factor does not care how crowded it is.

The points to remember

  • Density-dependent factors grow stronger as a population gets denser: competition, predation, disease, parasites.
  • In a crowded population, predators find prey more easily and pathogens pass from one to another faster.
  • Density-independent factors hit a population whatever its density: storms, floods, fires, droughts, hard frosts.
  • Density-independent factors can kill many, but they do not hold a population near its carrying capacity.
  • It is the density-dependent factors that regulate a population around its carrying capacity.
Remember it as: Crowding makes it worse? Density-dependent. Weather that hits everyone? Density-independent.
Bar chart: a storm kills 40% of a population at low, medium and high density; a disease kills 5%, 15% and 35%
A storm kills the same share at any density; disease kills more when crowded.

Real example: the very cold winter of 2010 killed many of Britain's wrens, however many there were: density-independent.

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Back to balance: Density-dependent factors work as negative feedback: they push a population back towards its carrying capacity whenever it moves away.

The points to remember

  • The population rises above its carrying capacity.
  • Competition, predation and disease all increase.
  • Fewer births and more deaths, so the population falls back.
  • Below the carrying capacity these pressures ease, so the population rises again.
  • This is negative feedback: it returns the population to equilibrium around the carrying capacity.
Remember it as: Too many: more squeeze, fewer survive. Too few: less squeeze, more survive.
A loop of four boxes: population rises above carrying capacity; more competition, predation and disease; fewer births and more deaths; population falls below carrying capacity; then pressures ease and it rises again. A minus sign in the middle
Each change is reversed: a negative (balancing) loop.

Real example: on the Isle of Rum, Scotland, scientists have followed red deer since 1972; in years with more deer, fewer calves survive their first winter.

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Two loops, one curve: An S-shaped growth curve shows both kinds of feedback: positive feedback drives the early growth, and negative feedback slows it and holds it at the carrying capacity.

The points to remember

  • At the start, more individuals breed, making more young, who breed in turn: positive feedback.
  • Positive feedback is a change that leads to more of the same change: fast, exponential growth.
  • Near the carrying capacity, density-dependent factors (food, water, predation, disease) grow stronger.
  • They slow the growth rate and hold numbers near the carrying capacity: negative feedback.
  • Negative feedback is a change that leads to less of that change: it stabilises the population.
Remember it as: Positive: more makes more. Negative: more makes less.
An S-curve with the early, steep part shaded as positive feedback and the levelling part shaded as negative feedback, below a dashed carrying capacity line
Positive feedback early; negative feedback near K.

Real example: after the cattle disease rinderpest was wiped out in the 1960s, Serengeti wildebeest rose from about 250 000 to over a million by the late 1970s, then levelled off as grass ran short.

Name both loops: Write 'positive feedback' and 'negative feedback' by name, each with its part of the curve. Describing the curve without naming the loops scores far fewer marks.
How this comes up: Paper 2, Section B (b): explain how positive and negative feedback produce an S-curve [7]. Short questions ask you to tell density-dependent factors from density-independent ones [2].
IB-style questionExplain[7 marks]

Grey seals began breeding on a new, empty beach in Norfolk, England, in the 1980s. Their numbers grew slowly, then very fast, and are now levelling off.

Explain how both positive and negative feedback mechanisms may play a role in producing a typical S population growth curve for a species.

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A population of voles lives in a grassland that is sometimes flooded.

between density-dependent and density-independent limiting factors.
[2 marks]

Related ESS Topics

Continue learning with these related topics from the same unit:

2.1.1The biosphere
2.1.2Organisms and species
2.1.3Classification
2.1.4Identification of organisms
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2.1.10Carrying capacity
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