Lucshman Raveendran Dhruv Jasani 14.2 MEASURING AND MODELLING POPULATION CHANGES.
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Transcript of Lucshman Raveendran Dhruv Jasani 14.2 MEASURING AND MODELLING POPULATION CHANGES.
Factors that Affect
Population
Natality
Mortality
Immigration
Emigration
Population
Population Dynamics
Open vs. Closed Population
Natality Mortality
Closed Populatio
n
Open Populatio
n
Natality
Immigration Emigration
Mortality
Fecundity• The potential for a species to produce offspring in one
lifetime.• Species that live older can have more reproductive cycles but
usually produce less offspring.
Age
Nu
mb
er
of
Su
rviv
ors
Age
Nu
mb
er
of
Su
rviv
ors
AgeN
um
ber
of
Su
rviv
ors
High Mortality At Older Age
Uniform Mortality
High Morality At Young Age
High Fecundity
Low Fecundity
Geometric GrowthA pattern of population growth where
organisms reproduce at fixed intervals at a constant rate.
)λ λ-Geometric Growth Rate)-Reference Population-Population one cycle ahead of reference
populationBasically same thing asSO EZ!
Omg more math!
Exponential GrowthA pattern of population growth where organisms reproduce
continuously at a constant rate
-instantaneous growth rate at a specific time or population
r-biotic potential; maximum rate a population can increase under ideal conditions
Time
Pop
ula
tion
N=2500r=o.03 per hour750/hour
N=500r=o.03 per hour
math y u do dis
Logarithmic Growth A model of population growth that levels off as the size of
the population approaches its carrying capacity Carrying Capacity-The maximum number of organisms
that can be sustained by available resources over a given period of time
- population growth rate at a given time- maximum growth rateN-population size at a given timeK- carrying capacity of the environment
Produces Sigmoid Curve ‘S’ Shaped
Slow Growth
i cry evertim math
Lag Phase
Log Phase
Stationary Phase
The initial stage in which population growth rates are slow as a result of a small population size
The stage in which population growth rates are very rapid
The phase in which population growth rates decrease as the population size reaches the carrying capacity; the defining characteristic of logistic population growth
Dynamic EquilibriumBirth rate=Death rate No net change in population size