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Serengeti Wildebeest: Density-dependent population growth.

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engeti Wildebeest: Density-dependent population growth
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Page 1: Serengeti Wildebeest: Density-dependent population growth.

Serengeti Wildebeest: Density-dependent population growth

Page 2: Serengeti Wildebeest: Density-dependent population growth.

MonthRa

infa

ll (m

m)

Page 3: Serengeti Wildebeest: Density-dependent population growth.
Page 4: Serengeti Wildebeest: Density-dependent population growth.

Dry season vegetation type = long grass & open woodland

Page 5: Serengeti Wildebeest: Density-dependent population growth.

Wet season vegetation type = short grass plains (productivity, nutrients)

Page 6: Serengeti Wildebeest: Density-dependent population growth.

Synchronized birth pulse, precocial offspring

Page 7: Serengeti Wildebeest: Density-dependent population growth.

RPV

Page 8: Serengeti Wildebeest: Density-dependent population growth.

1889 – Italian army makes a big mistake

1897 – 5 million cattle and 30 million wild ungulates have died

Rinderpest Virus

Page 9: Serengeti Wildebeest: Density-dependent population growth.

Large cattle population

Page 10: Serengeti Wildebeest: Density-dependent population growth.

RPV is a morbilivirus that only affects ruminants

Page 11: Serengeti Wildebeest: Density-dependent population growth.
Page 12: Serengeti Wildebeest: Density-dependent population growth.

Overall population growth rate, differentiated form

Population size, integrated form

Page 13: Serengeti Wildebeest: Density-dependent population growth.

Carrying CapacityK = 1.2M

Page 14: Serengeti Wildebeest: Density-dependent population growth.

K = fn(Rain)

Fit to data so thatmean K = 1.2M

Page 15: Serengeti Wildebeest: Density-dependent population growth.
Page 16: Serengeti Wildebeest: Density-dependent population growth.

Verhulst-Pearl Model

- Logistic population growth

- Density dependent population growth

- Intraspecific competition for resources

1. Examine some details of P-V model of DD growth.

2. Comparison to OTHER models of DD growth

1838 Model

1926Application to human population data


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