Ecology Exam 2

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Last updated 3:41 AM on 4/9/26
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44 Terms

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finite rate of increase equation

λ = N(t+1)/Nt

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geometric population growth

  • assumes unlimited environment

  • deaths included

  • discrete generations

<ul><li><p>assumes unlimited environment</p></li><li><p>deaths included</p></li><li><p>discrete generations</p></li></ul><p></p>
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exponential population growth

  • dN/dt = rN or Nt =N0e^rt

  • use when need to know instantaneous pop sizes (for overlapping generations)

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relationship between λ and r

r = ln(λ)

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r max

per-capita rate of increase for a species under perfect (unlimited) conditions

  • determined by life history/biology of an organism

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K

equilibrium density of individuals = carrying capacity

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logistic growth equation

shows effects of intraspecific competition (within)

<p>shows effects of intraspecific competition (within)</p>
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density dependent limiting factors

size of effect is proportional to pop density

  • competition, disease, predation, parasitism

  • more important in favorable environments

  • impact larger animals more

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density independent limiting factors

size of effect is not related to pop density

  • climate/weather, disasters

  • impact small organisms more

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components of metapopulations

  • populations are spatially structured

  • group of locally breeding pops

  • migration occurs between pops

  • pops re-establish after extinctions

  • defines dP/dt (fraction of patches occupied)

metapopulation dynamics can increase stability of local populations

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patch occupancy dynamics equation

P = fraction of occupied patches

c = colonization rate

e = extinction rate

<p>P = fraction of occupied patches</p><p>c = colonization rate</p><p>e = extinction rate</p>
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metapopulation model assumptions

  • habitat patches equal in size/isolation

  • pops have same behaviors

  • all pops contribute equal migrants

  • all pops equally likely to be colonized

  • migration doesn’t affect local pop dynamics

  • local dynamics faster than metapopulation dynamics

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demographic stochasticity

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allee effect

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reaction time lag

  • duration of lag or cycle depends on generation time

<ul><li><p>duration of lag or cycle depends on generation time</p></li></ul><p></p>
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net reproductive rate R0 and time lag

Ro ≈ 1 and small time lag: results in logistic curve

Ro ≈ 1.5 and small time lag: results in damped oscillations

Ro ≈ 2 and small time lag: results in stable cycle

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consequences of fluxuations

overshoot K, damage resource base of population; recovery time (resilience) of biotic resources important

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interspecific interactions

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reduction of fundamental to realized niche caused by

competition, predation, parasitism

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indirect competition

competition for resources

ex. self-thinning in plants

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interference competition

allelopathy, territoriality, preemption

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allelopathy

chemical interference

affects seed germination and growth of same and different species

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preemption

interference

get there first and take up preferred space

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competition between equivalent competitors

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competition between non equivalent competitors

α12 = effect of species 2 on species 1 = competition coefficient

when multiplied by N2 = total effect of species 2 on species 1

<p>α12 = effect of species 2 on species 1 = competition coefficient</p><p>when multiplied by N2 = total effect of species 2 on species 1</p>
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4 possible outcomes of competition

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stable equilibrium

  • negative feedback

  • starting pop size doesn’t matter

  • interspecific competition is less than intraspecific competition

  • K1/α12 > K2

  • K2 / α21 > K1

<ul><li><p>negative feedback</p></li><li><p>starting pop size doesn’t matter</p></li><li><p>interspecific competition is less than intraspecific competition</p></li><li><p>K1/α12 &gt; K2</p></li><li><p>K2 / α21 &gt; K1</p></li></ul><p></p>
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unstable equilibrium

  • positive feedback

  • coexistence only when starting pops are the same

  • interspecific competition more than intraspecfic

  • K1/ α12 < K2

  • K2 / α21 < K1

<ul><li><p>positive feedback</p></li><li><p>coexistence only when starting pops are the same</p></li><li><p>interspecific competition more than intraspecfic</p></li><li><p>K1/ α12 &lt; K2 </p></li><li><p>K2 / α21 &lt; K1</p></li></ul><p></p>
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coexistence and α

the less similar the two species are in terms of resource use (lower α) the more likely is coexistence)

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lotka-volterra model assumptions

  • homogeneous, stable environment

  • no immigration or emigration

  • instantaneous effects of competition

  • competition is only major interaction

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3 types of exploitation

parasitism, herbivory, predation

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endoparasites advantages/disadvantages

  • may be hard to get in

  • host system may attack

  • once in, may be hard for host to physically remove (advantage)

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ectoparasites advantages/disadvantages

  • easy access

  • avoid host immune system

  • easier for host to remove

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transmission pathways

active (direct movement towards a host) vs passive

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parasitoid

parasite (usually insect) that sterilizes or kills host

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effects of parasites on hosts

  • death or major fitness reduction

  • behavioral manipulation

  • minor inconvenience

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plant nutrition

  • relatively low nutrition (low Kcal/gram, low N)

  • lots of tough tissue

  • low water content

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herbivory in insects

  • low conversion rates of food to body mass

  • slower rates of development (smaller size as adults, less reproduction)

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nutritional defense against herbivory

complex molecules in plants

cellulose, lignin

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toxins

  • type of plant chemical defense

  • often induced by herbivory

  • rapid synthesis, mobile

  • small molecules, high cost (lots of N)

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