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Introduced species
a species introduced into a part of the world it has not been historically found in
also called exotic species or non-native species
Invasive species
an introduced species that spreads rapidly and has negative effects on other species, human recreation or human economies
Biological control
the introduction of one species to help control the abundance of another species
often leads to invasive species
Mesopredators
relatively small carnivores that consume herbivores
Top predators
predators that typically consume both herbivores and mesopredators
an reduction in top predators can cause a rise in the abundance of mesopredators
Predator-prey cycles
the synchrony of population cycles between predator and prey populations is a direct result of their interactions
i.e. as prey populations increase, so will predator populations- as prey populations decrease, so will predator populations
Predator prey cycles in the lab
stable predator-prey population cycles can be achieved when the environment is complex so that predators cannot easily find prey
Direct interactions
occurs when one species immediately affects another species, usually through physical contact or direct action
Indirect interactions
occurs when one species affects another through a third species or through changes in the environment
involves an intermediate species typically, is a ‘chain-like’ event
Resources
any substance or factor that is consumed by an organism and supports increased population growth rates as its availability increases
reduced availability reduces population growth
Limiting resource
a resource who’s available quantity cannot meet a population’s requirement for it
Population cycling
previous models predicted cycles for 1 species; upcoming model adds a second species into the model as a resource
Lotka-Volterra predator-prey model
a model of predator-prey interactions that incorporates oscillations in predator and prey populations and shows predator numbers lagging behind those of their prey
Growth of prey populations
growth of prey populations is dependent on the growth rate of a prey population (rN) and the rate of individuals killed by predators (cNP)
dN/dt = rN - cNP
Growth of predator populations
growth of predator populations depends on growth rate of predator populations (acNP) minus the rate of predator death (mP)
dP/dt = acNP -mP
Modelling prey
a prey population is stable when its rate of change of zero
dN/dt = 0 = rN -cNP ———> rN = cNP —> r/c = P
a prey population is stable when the addition of prey is balanced by the consumption of prey
prey population increase
the prey population will increase when the addition of prey exceeds the consumption of prey
rN > cNP ——> P < r/c
prey population decrease
the prey population will decrease whenever the consumption of prey exceeds the addition of new prey
rN < cNP ——> P > r/c