Logistic Growth

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28 Terms

1
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open populations grow when

b + i > d + e (inputs > outputs)

2
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_______ assumes that density dependent factors limit exponential rates of growth (r is not constant)

logistic equation

3
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________ factors include any factors whose effects become stronger as crowding within a population increases

density dependent

4
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population size is limited at the _______ of the envr

carrying capacity

5
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carrying capacity ____ a stable equilibrium around which pop size will stabilize

is

6
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true or false: carrying capacity changes with varying environmental conditions and is rarely constant

true

7
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all natural populations exhibit pop regulation. The relative importance of DD and DI regulations will depend on the _______ of the species and the _____ and _____ of environmental variation

life history strategy, frequency, intensity

8
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what factors reduce inputs relative to outputs

  • biotic interactions among organisms (competition, predation)

  • abiotic fluctuations in environmental conditions (temp)

9
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density dependent

intensity of reduction is related to the density of individuals

10
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density independent

intensity of reduction is unrelated to the density of individuals

  • biased - reduced fitness

  • unbiased - random mortality

11
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what factors limit population growth (b, d, r) as population size increases (at higher N)

  • intraspecific competition increases (limited food/habitat)

  • predator density increases (higher risk of predator)

  • parasite density (higher risk of parasitism)

  • disease (higher rate of disease transmission)

12
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density dependence may

reduce growth, survival and reproduction of inds in a pop, thereby affecting pop growth through b and d (r ) with increased crowding

13
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logistic model of population growth-primary underlying assumption

factors limiting population growth exert stronger effects on b and d as a population grows (population growth is density dependent)

14
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due to density dependence, we should expect ____ to vary with ___

r (=b-d), N

15
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<p>explain the top arrow to the bottom</p>

explain the top arrow to the bottom

  • r is highest at low N (no/low competition: b is high, d is low)

  • r decreases as N increases (competition increases: b decrease, d increase)

  • r is lowest at high N (competition increases: b ~ d)

  • when N=K, r=0 (b=d)

16
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carrying capacity

(K), population size that the envr can carry or support

17
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exponential equation

dN/dt=rN

18
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logistic equation

dN/dt = rN (1- N/K)

19
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the logistic model doesn’t represent the ______ dynamics of natural pops, it represents the ______ dynamics of natural pops

quantitative, qualitative

20
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population sizes below K _____ towards K

increase

21
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population size above K ____ towards K

decrease

22
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density dependent factors …

tend to bring populations under control and maintain their size close to K

  • caused by biotic factors (competition, predators, parasites, disease)

23
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density independent factors…

tend to reduce populations far below K and initiate periods of population recovery

  • caused by abiotic factors (temp, water)

  • density independent ex: thrips

24
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explain thrips during the spring, summer and winter

density independence

  • spring: ideal for flowering - high resource abundance and mild climate so increased b, decrease d - large N increase

  • summer: hot and dry - high d due to extreme heat and low water - large N decrease

  • winter: cool and rainy - low b due to cooler temps - stable N

25
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*thrips - population size mirrors what

seasonal changes in weather

26
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the relative importance of D-D and D-I factors will depend on:

intensity and frequency of environmental (abiotic) fluctuations (life history characteristics of the population/species)

27
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<p>explain the graph</p>

explain the graph

  • frequent and extreme environmental fluctuations

  • r selected

  • mechanism of regulation: density independent

28
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<p>explain the graph</p>

explain the graph

  • infrequent and mild environmental fluctuations

  • k selected

  • mechanisms of regulation: density dependent