Species-area relationships Flashcards
(44 cards)
Biodiversity hotspots are more susceptible to climate change. True or false?
True.
When there is little overlap of biodiversity hotspots species are easier to conserve. True or false?
False: when there is little overlap it makes conservation very difficult.
Where is global species richness distributed?
Greatest diversity is found in the southern hemisphere, in South America, African and parts of Asia like India.
Where are the most threatened areas of species richness?
In the areas with greatest diversity: in the southern hemisphere in South America, African and parts of Asia like India.
Where are the highest areas of endemic species richness?
Again largely in the southern hemisphere, with the highest levels of endemism off the Pacific coast of South America, around Ecuador and the Galapagos.
Where is global species richness distributed?
Greatest diversity is found in the southern hemisphere, in South America, African and parts of Asia like India.
Does the global distribution of hotspots follow the pattern of species richness?
Yes: they are found in the southern hemisphere, in South America, African and parts of Asia.
What is the theory of island biogeography?
One that seeks to explain the species richness in the colonisation islands.
In the theory of island biogeography what 2 factors are considered?
- Colonisation (or immigration)
2. Extinction
In the theory of island biogeography what does colonisation depend on?
The area of the island plus its level of isolation.
In the theory of island biogeography what does extinction depend on?
The area of the island.
The following equation enables us to work out species richness:
S = S0A(z)
Explain the terms.
S = species richness S0 = intrinsic species diversity A = area z = rate at which species richness increases with area, or 'spatial species turnover'
S = S0A(z) is a power function. Why do we take the log of both sides?
For ease of use.
If you expand out S = S0A(z) as a logarithmic function, what are you left with?
log(S) = (logS0) + z(logA)
This is equivalent to y = mx + c, enabling us to draw species richness on a graph.
What is the general trend observed on species richness vs. area graphs?
The number of species increases with area.
If you expand out S = S0A(z) as a logarithmic function, what are you left with?
log(S) = (logS0) + z(logA)
This is equivalent to y = mx + c, enabling us to draw species richness on a graph.
On a species-area richness graph, outliers from the general trend indicate what?
Diversity cold or hotspots
Changes to the gradient on a species richness-area graph may indicate what?
Disturbances to the habitat like fragmentation or destruction.
In the species richness equation of S = S0A(z), why is ‘z’ the parameter of most interest?
Because it describes the rate at which we are discovering new species, important for conservation etc.
In the species richness equation of S = S0A(z), why is ‘z’ the parameter of most interest?
Because it describes the rate at which we are discovering new species, important for conservation etc.
What factors can affect ‘z’? Give 2.
- Habitat diversity: more diverse habitats should in theory have more species
- Area: is it just an inherent quality of increasing area that there are more species present?
‘z’ increases with area because of which 2 factors?
- Size: if an area is larger it can accommodate more species, probability dictates it more likely to be species rich.
- Habitat heterogeneity: if the habitat is heterogeneous then there are multiple niches that can be occupied by different organisms.
What assumption is made in passive sampling? What prediction does passive sampling make of species richness?
That individuals are randomly scattered across a landscape: this is obviously not true.
Passive sampling predicts an increase in species richness with area.
In a study by Ricklefs and Lovette in 1999 on fauna of the Caribbean, what was found to effect the species diversity of:
a) butterflies
b) herps (reptiles)
c) birds
d) bats
a) Habitat diversity
b) Habitat diversity
c) Habitat diversity and area
d) Area