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Interactions within and among microbial populations

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Classic studies of resource competition by Gause (1934, 1935) ... Classic studies of resource competition by Gause (1934, 1935) Gause's Principle (Law) ... – PowerPoint PPT presentation

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Title: Interactions within and among microbial populations


1
Interactions within and among microbial
populations
2
Terminology
  • Intra-specific interactions among members of
    the same species/population.
  • Inter-specific interactions among members of
    different species.

3
Terminology
  • Density dependent population regulation a
    population dynamic in which growth rate is
    regulated by the densities of individuals.
  • Density independent population regulation a
    population dynamic in which growth rate is
    regulated by factors not related to population
    size.

4
How can you tell if organisms are influencing
each other?
5
How can you tell if organisms are influencing
each other?
  • Study the relationship between population growth
    rate and population density.
  • If there is a relationship (either or -), then
    assume that the organisms are influencing each
    other, if not, there is no interaction
    (neutralism).

6
How can you tell if organisms are influencing
each other?
  • On the blackboard illustrate
  • Positive density dependence (e.g. allee effect,
    mutualism)
  • Negative density dependence (intra- or
    inter-specific competition)
  • Density independence (neutralism)

7
Effect of interaction on
8
Competition
  • A. Two major types
  • 1. Interference competition Competition between
    two individuals/populations/species in which one
    physically or chemically excludes the other from
    a portion of habitat and hence from the resources
    that could be exploited there.
  • 2. Resource competition Occurs when use of a
    resource by one individual/population/species
    reduces the availability of that resource to
    other individuals/populations.

9
  • Resource competition can only occur when
    population growth rates of both
    individuals/populations/species are limited by
    the same resource.
  • If no resources are in limiting supply, then
    competition does not occur.

10
Classic studies of resource competition by Gause
(1934, 1935)
Paramecium caudatum
Paramecium aurelia
Paramecium bursaria
11
Classic studies of resource competition by Gause
(1934, 1935)
  • Gause found that interactions between Paramecium
    aurelia and P. caudatum always ended in
    competitive exclusion.

12
Classic studies of resource competition by Gause
(1934, 1935)
  • Gause found that interactions between Paramecium
    aurelia and P. caudatum always ended in
    competitive exclusion.

Within 14 days Paramecium aurelia WON!
13
Classic studies of resource competition by Gause
(1934, 1935)
  • In contrast, Paramecium bursia and P.
    caudatum could coexist.

Paramecium bursaria
Paramecium caudatum
14
Classic studies of resource competition by Gause
(1934, 1935)
WHY?
  • In contrast, Paramecium bursia and P.
    caudatum could coexist.

Paramecium bursaria
Paramecium caudatum
15
Classic studies of resource competition by Gause
(1934, 1935)
  • Because they inhabited different regions of the
    flask and ate different food.
  • P. bursia fed on the bottom of the flask, and P.
    caudatum ate the bacteria in suspension.

16
Classic studies of resource competition by Gause
(1934, 1935)
  • In contrast, both P. aurelia and
  • P. caudatum ate the bacteria in suspension.

17
Gauses Principle (Law)
  • When the niches of two species overlap, there
    will be competition and, if the overlap is
    extreme, there will be competitive exclusion.
  • Niche the ranges of conditions and resources
    within which an organism or species persists,
    often conceived as a multidimensional space.

18
Gauses Principle (Law)
  • When the niches of two species overlap, there
    will be competition and, if the overlap is
    extreme, there will be competitive exclusion.

This is also called the Competitive Exclusion
Principle
19
  • Competition (-/-) is central to both evolutionary
    theory and ecological theory
  • Competition can be a powerful selection pressure.
  • Competition structures of communities.

20
  • Study the concept diagram that illustrates the
    relationships between
  • intra-specific competition
  • inter-specific competition
  • character displacement (adaptive radiation)
  • competitive exclusion
  • Consider the outcomes of these processes in terms
    of proximate (immediate) and ultimate
    (evolutionary) effects
  • speciation, community structure and local or
    global extinction.

21
Consider how Rick Lenskis experiments support
these ideas
22
Consider how Rick Lenskis experiments support
these ideas
  • intra-specific competition
  • character displacement - adaptive radiation
  • Ultimate results?
  • Speciation
  • Community structure

23
Resource-ratio Competition Theory
  • In the mid 70s and early 80s Dave Tilman
    contributed to the development of resource-ratio
    competition theory.

24
Resource-ratio Competition Theory
  • This theory is based upon knowledge of how the
    per capita rate of change of a population depends
    upon the availability of a limiting resource.

25
Resource-ratio Competition Theory
  • This theory is based upon knowledge of how the
    per capita rate of change of a population
    depends upon the availability of a limiting
    resource.
  • dN/Ndt

DRAW this relationship
26
Resource-ratio Competition Theory
  • This theory is based upon knowledge of how the
    per capita rate of change of a population depends
    upon the availability of a limiting resource.

dN/Ndt ?
27
? ?max S/(Ks S)
  • ?max the maximum per capita growth rate under
    conditions of resource saturation
  • S the concentration of a growth-limiting
    resource
  • Ks resource concentration at which growth
    occurs at half the maximum rate.

28
? ?max S/(Ks S)
  • This is analogous to Michaelis-Menten enzyme
    kinetics, and was applied to the growth rates of
    single species cultures of bacteria by Monod in
    1950.

29
 Asteronella formosa
 Cyclotella meneghiniana
30
? ?max S/(Ks S)
  • Figure 1, Titman, 1976 Michaelis-Menton
    functions
  • Asterionella formosa Ks for PO4 0.04
  • Ks for SiO2
    3.9
  • Cyclotella meneghiniana Ks for PO4 0.25
  • Ks for
    SiO2 1.4

31
Which species is the better competitor for PO4 ?
  • Asterionella formosa Ks for PO4 0.04
  • Cyclotella meneghiniana Ks for PO4 0.25

32
Which species is the better competitor for PO4 ?
  • Asterionella formosa Ks for PO4 0.04
  • Cyclotella meneghiniana Ks for PO4 0.25

33
Which species is the better competitor for SiO2 ?
  • Asterionella formosa Ks for SiO2 3.9
  • Cyclotella meneghiniana Ks for SiO2 1.4

34
Which species is the better competitor for SiO2 ?
  • Asterionella formosa Ks for SiO2 3.9
  • Cyclotella meneghiniana Ks for SiO2 1.4

35
If the growth of a species was potentially
limited by 2 nutrients
  • its growth rate is determined by the
    concentration of the nutrient which leads to the
    lower growth rate.

36
Tilman predicted that
  • the boundary between growth rate limitation by
    SiO2 or by PO4 should occur when the
    concentrations of SiO2 and PO4 cause equal growth
    rates.

37
Tilman predicted that
  • the boundary between growth rate limitation by
    SiO2 or by PO4 should occur when the
    concentrations of SiO2 and PO4 cause equal growth
    rates.
  • From the Michaelis-Menten equation, growth rates
    are equal when
  • S1/(S1 K1) S2/(S2 K2)
  • S1/S2 K1/K2

38
Tilman predicted that
  • From the Michaelis-Menten equation, growth rates
    are equal when
  • S1/(S1 K1) S2/(S2 K2)
  • S1/S2 K1/K2
  • S1 concentration of SiO2
  • S2 concentration of PO4
  • K1 half saturation conc. for SiO2 limited growth
  • K2 half saturation conc. for PO4 limited growth

39
Tilman predicted that
  • Asterionellas boundary between PO4 and SiO2
    limitation should occur when SiO2/PO4 (3.9
    / 0.04) 97
  • When SiO2/PO4 gt 97 growth of Asterionella
    should be limited by PO4
  • When SiO2/PO4 lt 97 growth of Asterionella
    should be limited by SiO2

40
Tilman predicted that
  • Cyclotellas boundary between PO4 and SiO2
    limitation should occur when SiO2/ PO4 1.4
    / 0.25 5.6
  • When SiO2/PO4 gt 5.6 growth of Cyclotella
    should be limited by PO4
  • When SiO2/PO4 lt 5.6 growth of Cyclotella
    should be limited by SiO2

41
Tilman predicted that
  • This resource utilization information can be used
    to predict the results of nutrient-based
    competition between these two species.
  • When SiO2/PO4 gt 97 both species will be
    limited by PO4 but one species is more limited
    than the other.
  • Which species is predicted to be the superior
    competitor under PO4 limitation?

42
Which species is the better competitor for PO4 ?
  • Asterionella formosa Ks for PO4 0.04
  • Cyclotella meneghiniana Ks for PO4 0.25

43
Tilman predicted that
  • When SiO2/PO4 lt 5.6 both species will be
    limited by SiO2 but one species is more limited
    than the other.
  • Which species is predicted to be the superior
    competitor under SiO2 limitation?

44
Which species is the better competitor for SiO2 ?
  • Asterionella formosa Ks for SiO2 3.9
  • Cyclotella meneghiniana Ks for SiO2 1.4

45
Tilman conducted 73 competition studies in
chemostats
  • At different SiO2/PO4 levels and different
    flow rates.

46
Tilman conducted 73 competition studies in
chemostats
  • At different SiO2/PO4 levels and different
    flow rates.
  • Results conform to the predictions remarkably
    well!

47
Tilman conducted 73 competition studies in
chemostats
Stable co-existence
Asterionella wins
Cyclotella wins
Flow rate (volumes per day)
1,000 97 10
5.6 1.0
Nutrient ratio SiO2/PO4
48
Tilman conducted 73 competition studies in
chemostats
Stable co-existence
Asterionella wins
Cyclotella wins
Asterionella limited by SiO2
Flow rate (volumes per day)
Cyclotella limited by PO4
1,000 97 10
5.6 1.0
Nutrient ratio SiO2/PO4
49
Tilman conducted 73 competition studies in
chemostats
  • Stable
  • co-existence
  • Intra-specific competition gt
  • Inter-specific competition

Asterionella wins
Cyclotella wins
Flow rate (volumes per day)
1,000 97 10
5.6 1.0
Nutrient ratio SiO2/PO4
50
Effect of Interaction on
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