Lecture 5 - Interspecific competition Flashcards
Gause & Lotka - Volterra looked at …
exclusion
niche
when do indvs compete
when resources limited
what effect do we measure
change in pop growth rate caused by another population
experiment (Gause)
assume resources shared and limited
evaluate with 2 species = growth (r), K, density dependence
separately = density dependence, K
add another species = new K, other heading for extinction
competition exclusion principle (Gause)
- no 2 species can share the same resource
- can’t occupy the same niche
- can’t coexist when identical needs of limited resource
fundamental niche
requirements of species on its own
physiological/ecological limits (abiotic, weather)
biotic limits (food, habitat)
realised niche
limits when other species present
competition theory equation
dN1/dt = rN1 - rN²/K - aN1N2
pop -ve fb effect of N2 on N1
growth exponential ddp -ve fb
(N1) intra inter
intraspecific equilibrium
indvs coexist
B=D
Pop growth rate = 0
interspecific equilibrium
both species coexist
B=D
PGR = 0
equation for a line
Lokta-volterra
N1 = K1 - a12 N2
K = intercept, intraspecific carrying capacity a = gradient, interspecific, adjustment of carrying capacity