Study Notes on Intraspecific Population Regulation

Chapter 11: Intraspecific Population Regulation

Introduction

  • Intraspecific population regulation examines how populations of the same species interact and affect their size and growth.

  • Important questions:

    • Why can no population grow indefinitely?

    • What limitations do members of the same species impose on growth?

    • How do these interactions regulate population size?

11.1 The Environment Functions to Limit Population Growth

  • Exponential Population Growth Model:

    • Equation: dNdt=(bd)N\frac{dN}{dt} = (b - d)N

    • Assumptions of the model:

    • Unlimited essential resources.

    • Constant environment.

    • Reality:

    • Resources are limited in natural populations.

    • The environment is not constant.

  • Resource Demand:

    • Increasing population density leads to higher resource demand.

    • When resource consumption exceeds replenishment:

    • The resource base shrinks.

    • Mortality increases; fecundity decreases, or both.

11.2 Birthrate and Death Rate

  • Change in Birthrate:

    • Formula: b=b0aNb = b_0 - aN where:

    • b0b_0 is the maximum birthrate under ideal conditions (exponential model).

    • aa is the slope.

  • Change in Death Rate:

    • Formula: d=d0+cNd = d_0 + cN where:

      • d0d_0 is the minimum deathrate under ideal conditions.

      • cc is the slope.

  • Rewrite the exponential model considering varying birthrate and death rate:

    • dNdt=[(b<em>0aN)(d</em>0+cN)]N\frac{dN}{dt} = [(b<em>0 - aN) - (d</em>0 + cN)]N

    • Consequences:

    • Birthrate drops as population size increases while death rate rises.

    • Rate of population growth slows.

  • Population Growth Dynamics:

    • If d > b, population size declines.

    • If d=bd = b, growth rate is zero: dNdt=0\frac{dN}{dt} = 0.

    • Sustainable size:

    • N=(b<em>0d</em>0)(a+c)N = \frac{(b<em>0 - d</em>0)}{(a + c)} (where KK is the carrying capacity).

11.3 Logistic Growth Model

  • Logistic model formulation:

    • dNdt=rN(1NK)\frac{dN}{dt} = rN(1 - \frac{N}{K}).

    • Components:

    • Exponential growth: rNrN.

    • Effect of carrying capacity: (1NK)(1 - \frac{N}{K}).

  • Growth dynamics:

    • When N << K, the term is close to 1.

    • As NN approaches KK, growth slows to zero.

    • Maximum growth rate occurs when N=K2N = \frac{K}{2} (inflection point).

11.4 Density Dependence

  • Carrying Capacity (K):

    • Negative feedback exists between population size and resource availability.

    • Higher density --> lower per capita resource availability.

  • Regulatory Mechanisms:

    • Density-dependent mortality increases with population density.

    • Density-dependent fecundity decreases with population density.

  • Factors Affecting Density-Dependent Regulation:

    • Reduced resource availability,

    • Changes in predation patterns,

    • Spread of disease.

  • Also involves density-independent factors like floods, fires, and storms.

11.5 Competition and Resource Limitations

  • Competition:

    • Arises when individuals exploit limited resources.

    • Types:

    • Intraspecific competition occurs among individuals of the same species, leading to competition for a common resource.

  • Responses to Limited Resources:

    • Scramble Competition:

    • All individuals equally suffer from resource limitation.

    • Contest Competition:

    • Some individuals claim sufficient resources.

  • Outcomes:

    • Scramble competition can lead to extinction.

    • Contest competition primarily affects unsuccessful individuals.

11.6 Mortality Influences

  • Resource competition leads to mortality suppression, enhancing resource availability for survivors.

  • Evidence from studies:

    • Monarch butterfly egg density affects survival probability.

  • Self-thinning:

    • Increased mortality due to competition allows remaining individuals to access more resources.

    • Documented in plants and aquatic organisms.

11.7 Reproductive Impacts

  • High population densities can reduce fecundity, affecting reproduction rates across species.

  • Patterns in varying species:

    • Increased age of sexual maturity in high-density conditions affecting reproductive output.

11.8 High Density Stress

  • Elevated density can trigger stress responses:

    • Hormonal changes reduce growth and reproduction.

    • Stress can impair immune function, leading to heightened disease vulnerability.

11.9 Dispersal Dynamics

  • Dispersal often results from high density, driven by competition and resource limitations.

  • Some individuals may successfully find new habitats, but high competition may restrict effective density regulation through dispersal.

11.10 Social Structures and Territoriality

  • Social behavior can limit population size through domination and aggression.

  • Home Range vs Territory:

    • Home range: area regularly used.

    • Territory: defended area preventing others' access.

  • Territorial behavior includes aggressive displays and vocalizations to manage space and resources.

11.11 Plant Competition

  • Plants preempt resources through their physical presence and root competition.

  • Strategies include shading and resource depletion, leading to spatial competition in fixed locations.

11.12 Inverse Density Dependence in Small Populations

  • The Allee effect emerges at low densities, where individuals experience reduced birth and survival rates due to challenges in finding mates or cooperative behaviors.

11.13 Density-Independent Factors

  • Environmental factors (temperature, precipitation) can influence populations but do not biologically regulate growth.

11.14 Conservation Implications

  • Understanding minimum viable population size (MVP) is crucial for conservation efforts, determining the number of individuals needed for long-term survival.

  • The MVP varies with species characteristics and requires adequate habitat to maintain population health.