Mon. Tues. Wed. Thurs. Fri. - PowerPoint PPT Presentation

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Title: PowerPoint Presentation Author: Fairfield University Last modified by: Fairfield University Created Date: 10/9/2001 5:11:49 PM Document presentation format – PowerPoint PPT presentation

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Title: Mon. Tues. Wed. Thurs. Fri.


1
Mon. Tues. Wed. Thurs.
Fri.
Week of Oct. 20
Week of Oct. 27
Independent project set-up
T lab switch?
Week of Nov. 3
Exam 2
Forest ecology lab dress for weather
Week of Nov. 10
Independent project analysis
2
  • What do we measure?
  • Total population size number of indivduals
  • How they are arranged in space
  • How many are in each age or size class

3
Figure 13.5
There is a simple statistical test to test for
distribution Mechanisms?
4
  • What do we measure?
  • Total population size number of indivduals
  • How they are arranged in space
  • How many are in each age or size class

5
Outline Introduction How are populations
defined and measured? How do populations
grow? How does population size change through
time and space?
6
Growth births deaths immigration
emigration When calculating growth rate,
usually just seeing change in numbers over time
7
Populations grow by multiplication rather than by
addition Just like interest in the bank
8
Figure 14.3
9
Exponential growth
  • new individuals are added (born) to population
    continuously
  • r per capita growth rate contribution of each
    individual in population

10
Exponential growth
dN/dt rN
Rate at which individuals are added growth rate
on a per individual basis x population size
derivative of exponential equation slope of
line
11
Figure 14.4
12
Exponential vs. Geometric Growth Exponential
continuous reproduction - growth is smooth
curve Geometric discrete breeding seasons -
calculate growth at discrete intervals
13
Geometric growth
Growth rate ? population size at one time
point/ size at previous time point N (t1)
? N(t) N(t) N(0) ?t
14
Geometric growth N(t) N(0) ?t
Exponential growth N(t) N(0) ert
  • er
  • Ln ? r

15
Figure 14.5
Per capita growth rate constant Rate of
increase dN/dt, increases with N
Exponential
16
Figure 14.6
17
Age structure ( of individuals in each age
class) of a population affects population
growth Why??
18
Figure 14.8
Stable Fast growth
19
Age structure of a population affects population
growth
Life table a summary by age of the survivorship
and fecundity of individuals in a
population Shows differences in birth and death
rate for different parts of population
20
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21
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22
Table 14.3
23
Figure 14.7
24
Stable age distribution the proportion of
individuals in various age classes in a
population that has been growing at a constant
rate - only happens if age-specific birth and
death rates are constant over time - each age
class grows at same rate
25
What parameters affect growth rate?
26
More common to see this pattern Whats going on?
27
Density dependence
Lots of examples in book Common in nature
Some factor that affects growth rate
Some metric of population size
28
Figure 14.19
29
Density independence
Very few examples in book Common in nature
Some factor that affects growth rate
Some metric of population size
30
Figure 14.27
Population Size
31
Logistic growth
R changes as N changes such that
r ro(1-N/K)
r intrinsic growth rate at small N x the
reduction in growth rate due to crowding K
carrying capacity of population
32
Logistic growth
dN/dt roN (1-N/K)
Change in N with time intrinsic growth rate at
small N x population size x the reduction in
growth rate due to crowding
33
Figure 14.17
34
Figure 14.16
35
If I give you an equation and a value for K
and/or r or ?, I expect that you can sketch the
graph. I expect that you will understand what
the terms in the equations mean. I expect that
you understand the assumptions of each model and
the differences between them. I expect that you
know what is in a life table and what parameters
affect growth rate and what a life table can be
used for.
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