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Exponential growth
Change in the size of a population by a constant proportion at each instant in time
Exponential population growth formula
N_{t}=\mathbb{N}_0e^{rt}
Geometric Growth Formula
N_{t}=\lambda^{t}N_0
if \lambda =1 or r=0
The population size does not change
When \lambda <1 or r<1
The population will decrease in size
When \lambda >1 or r>1
the population is increasing in size
The population will increase in size
Logistic growth
A pattern in which abundance increases rabidly at first, then stabilizes at the carrying capacity (K); S-curve
Logistic population growth formula
dN/dt=rN(1-(N/K))
Density dependent factors
Factors that limit population growth based on density (food or space)
Density independent factors
factors that influence population growth that are not density dependent but can still influence population growth (weather, temperature)
Population sizes change as a result of 4 processes:
Births
Deaths
Immigration
Emigration
Patterns of Population Growth/Change
Exponential Growth
Logistic Growth
Fluctuating Density
Population Cycles
Fluctuating Density
Most common
Sometimes has exponential growth and sometimes logistic growth
Many density-dependent and independent factors influence population growth
Population cycles
Regular and predictable fluctuations in population density
Small populations have greater risk of extinction. Why?
Chance events are greater in smaller populations; genetic drift/inbreeding, demographic effects, environmental stochasticity
Metapopulations
Set of distinct populations that are linked by dispersal
A population within a metapopulation can be a ____ or a _____ of individuals
source; sink
Rescue effect
each population within a metapopulation can go extinct and be recolonized