bio lec 2
Population Level Ecology
Introduction to Population Level Ecology
Focus shifts from cellular and atomic scale to ecosystem scale.
Today’s focus: population level ecology.
Recap of previous discussion on different ecological levels.
Aim: to understand data collection on populations and develop predictive models for population sizes.
Data Collection by Biologists
Wildlife Biology Perspective: Discussion framed largely from a wildlife biology standpoint.
Note: Applies to all living organism populations including plants, bacteria, and fungi.
Types of Data Collection
Census:
Definition: Counting every individual in a population.
Characteristics:
Very time-consuming and labor-intensive.
Used mainly for small or easily observable populations (e.g., elephants).
Important for rare or endangered species.
Sampling or Estimation:
Definition: Sampling a subset of a population to generalize about the whole.
Characteristics:
Typically used for larger populations where a census is impractical.
Useful for organisms that are hard to observe or patchily distributed.
Less intensive, cost-effective compared to a census, employing methods like quadrat sampling.
Metrics for Understanding Populations
Key metrics collected by biologists include:
Density:
Definition: Number of individuals per unit area.
Assesses how individuals are packed in a specific space and influences interactions among them.
Dispersal:
Arrangement of individuals within a habitat.
Influences interaction rates among population members.
Demography:
Definition: Statistical study of population characteristics (e.g., sex ratios, age ratios, birth/death rates).
Dynamics:
Observation of how population numbers change over time.
Detailed Metrics Explanation
Density:
Individuals per area is one of the first metrics studied.
Capital N is used to represent total population size.
Dispersal Patterns:
Three main types:
Clumped Distribution:
Individuals clustered in groups.
Often due to resource distribution (e.g., near water sources for animals).
Social animals like herds (e.g., elephants, wolves).
Uniform Distribution:
Individuals equally spaced, often due to competition or territoriality.
Example: Penguins maintain distance due to territory defense.
Random Distribution:
Individuals dispersed randomly, no predictable pattern.
Suggests lack of strong interactions among individuals.
Scale and Timing:
Scale of observation (wide vs. narrow) can influence apparent dispersal patterns.
Timing matters (e.g., birds congregating during mating season).
Demography in Depth
Definition: Analyzing age structure, sex ratios, and vital rates that affect population dynamics.
Vital Rates:
Fundamental rates influencing population size (births and deaths).
Age Structure Diagrams:
Graphical representation dissecting population by age categories and sex.
Predictions based on these structures can influence social, economic, and housing projections.
Survivorship Curves
Graphs illustrating survival rates at different ages.
Types of curves:
Type I: Low infant mortality with high survivorship until old age (e.g., humans).
Type II: Constant mortality rate throughout life (e.g., some birds).
Type III: High early mortality but those that survive tend to live long lives (e.g., some fish).
Reproductive Strategies
Comparison between r-selected and K-selected species:
r-selected species:
Produce many offspring, high mortality early in life.
Little parental care (e.g., insects).
K-selected species:
Fewer offspring, significant parental investment.
Generally lower early mortality (e.g., elephants).
Population Dynamics
Definition: How population sizes change over time.
Example: Moose and wolf populations on Isle Royale (1970-2019).
Dynamics affected by predator-prey relationships and environmental factors.
Isle Royale Case Study
Historical context summarizing the ecological history of wolves and moose on Isle Royale:
Wolves arrived in 1948, first studied in 1958.
Importance for understanding predator-prey dynamics in ecological studies.
Factors affecting population predictions:
Birth rates, death rates, sustainability of prey populations.
Basic population model:
Future Population = Current Population + Births – Deaths.
Need to consider per capita rates for accuracy.
Mathematical Population Models
Transformation to per capita rates:
Per capita birth = Total Births / Total Population
Per capita death = Total Deaths / Total Population
Effective modeling for population growth predictions:
Population growth modeled as:
Models can adjust for factors like immigration/emigration.
Lambda (λ): Growth rate metric.
If 0 < λ < 1: population decreases.
If : population stable.
If λ > 1: population increases.
Advanced Population Model Development
Expansion of models to project beyond one year:
Multiple time steps introduce complexity (e.g., for n years).
Discrete population growth models work for fixed intervals (not continuous).
Conclusion and Future Directions
Previous calculations established groundwork for understanding population dynamics.
Readings and preparation required for future classes to refine models and expand understanding of various types of population growth models.
Follow-up calculations and discussions anticipated next class regarding specific populations, continuities, and complexities of ecological models.