chapter 5 Flashcards
(40 cards)
Exponental growth model
Exponential growth
dN/dt=rN
Key:
N = population density
T = time
R = per capita growth rate
logistic growth model
dN/dt=rN(K-N)/K
N = population density
T = time
R = per capita growth rate
K = carrying capacity
Populations
A group of individuals of one species in an area
Unitary organisms
Those that proceed by a determinate pathway of development of a tightly canalized adult form.
Modular organisms
Those that grows by the repeated iteration of parts
Genet
Genetic individual - The organism developed from a zygote.
Module
An offshoot formed by vegetative growth in modular organisms that is actually or potentially independent physiologically
Abundance
The number of individuals in a population may be obtained by
Census: counting all individuals
Complete
Sample plots
Sampling: counting an known fraction to arrive at an estimate of total number
census examples
aerial photography
thermography
radar
Line transects/quadrat sampling: Involves observing (both sight and sound) individuals within an area of known or estimated size
Mark-recapture method
On a first visit to a population of unknown total size N, a representative sample is caught (r individuals) and given a harmless mark
These are released back into the population, where they remix with the unknown number of unmarked individuals
On a second visit, a further representative sample (n) is caught, and the number of marked individuals (m) is counted
r/N=m/n, therefore N=r*n/m
Life cycles
juvenile phase dominated by growth, onset of reproduction, end of reproduction/death or after that the postreproductive phase e.g. orcas then death
Iteroparous species
repeated breeding cycles / continuous breeding.
resources are set aside for survival to further breeding episodes
e.g.
humans
birds
crickets
Semelparous species
single reproductive episode after which they die.
All resources are devoted to breeding and none to survival
e.g
salmon
Cohort life table, Monitoring birth and death
data are collected by following a cohort throughout its life
Static life table, Monitoring birth and death
age-distribution data are collected from a cross-section of the population at one particular time
Spatial distribution of organisms
Perception of pattern depends on the spatial scale
The density perception of individual organisms determines behaviour
e.g.
Urban white-tail deer in Illinois often reach extreme population levels
Reproduction in these deer is density-dependent (low density -> high reproduction)
Intraspecific competition
Competition between individuals of the same species
Intraspecific competition reduces birth rate and increases mortality per individual
These effects are density-dependent
When birth rate = mortality, the population remains stable
Interspecific competition
Competition between individuals of different species
Carrying capacity (K), Intraspecific competition
The maximum population size that can be supported indefinitely by a given environment, at which intraspecific competition has reduced the per capita net rate of increase to zero.
Life history patterns
For most organisms, there is a trade-off between growth and reproduction
e.g. butterflies females put energy/resources into parenting and males into mating
Trade-off #1, life history patterns
Trade-off #1: An organism has to divide its energy between growth and reproduction
Trade-off #2, life history patterns
Trade-off #2: Fitness of offspring is generally inversely related to number of offspring
r-strategy, Life history patterns
resources assigned to reproduction
produce as much offspring as fast as possible
Most usefull in uncertain environment
Population far below carrying capacity
high mortality rate. Resources assigned to fast reproduction rate, without investing too much energy in developing a long-lived body that will in practice be killed long before the limit age
K-strategy, Life history patterns
invest resources in a long term development and long life
Most usefull in stable environment
Population near carrying capacity
Competition and resource limitation
low mortality rate. Resources assigned to a defense mechanism (shell) and efficient repair mechanisms that allow it to live long