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Chapter 53 Population Ecology.

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Presentation on theme: "Chapter 53 Population Ecology."— Presentation transcript:

1 Chapter 53 Population Ecology

2 Some Important Terms Population- an interbreeding group of individuals of a single species that occupy the same general area Community-the assemblage of interacting populations that inhabit the same area. Ecosystem- comprised of 1 or more communities and the abiotic environment within an area.

3 The characteristics of populations are shaped by the interactions between individuals and their environment Populations have size and geographical boundaries. The density of a population is measured as the number of individuals per unit area. The dispersion of a population is the pattern of spacing among individuals within the geographic boundaries. Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

4 MEASURING DENSITY Density – Number of individuals per unit of area.
Determination of Density Counting Individuals Estimates By Counting Individuals Estimates By Indirect Indicators Mark-recapture Method N = (Number Marked) X (Catch Second Time) Number Of Marked Recaptures

5 Measuring density of populations is a difficult task.
We can count individuals; we can estimate population numbers. Unfortunately, it is usually impractical to attempt to count individuals in a population. One sampling technique that researchers use is known as the mark-recapture method. Individuals are trapped, captured, tagged, recorded, and then released. After a period of time individuals are recaptured. This information allows estimates of population changes to be made Fig. 52.1 Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

6 PATTERN OF DISPERSION UNIFORM CLUMPED RANDOM

7 Patterns of dispersion.
Within a population’s geographic range, local densities may vary considerably. Different dispersion patterns result within the range. Overall, dispersion depends on resource distribution. Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

8 Clumped Dispersion Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

9 Uniform Dispersion

10 Random Dispersion Fig. 52.2c
Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

11 Demography is the study of factors that affect the growth and decline of populations
Additions occur through birth, and subtractions occur through death. Demography studies the vital statistics that affect population size. Life tables and survivorship curves. A life table is an age-specific summary of the survival pattern of a population. Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

12 Population Dynamics Characteristics of Dynamics Size Density Dispersal
Immigration Emigration Births Deaths Survivorship

13 Parameters that effect size or density of a population:
Immigration Birth Population (N) Death Emigration Figure 1. The size of a population is determined by a balance between births, immigration, deaths and emigration

14 Age Structure: the proportion of individuals in each age class of a population
Figure 2. Age pyramid. Notice that it is split into two halves for male and female members of the population.

15 The best way to construct life table is to follow a cohort, a group of individuals of the same age throughout their lifetime. Table 52.1 Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

16 A graphic way of representing the data is a survivorship curve.
This is a plot of the number of individuals in a cohort still alive at each age. A Type I curve shows a low death rate early in life (humans). The Type II curve shows constant mortality (squirrels). Type III curve shows a high death rate early in life (oysters).

17 Survivorship Curve

18 Reproductive rates. Demographers that study populations usually ignore males, and focus on females because only females give birth to offspring. A reproductive table is an age-specific summary of the reproductive rates in a population. For sexual species, the table tallies the number of female offspring produced by each age group. Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

19 Reproductive Table Table 52.2
Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

20 Life History The traits that affect an organism’s schedule of reproduction and survival make up its life history. Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

21 Life histories are very diverse, but they exhibit patterns in their variability
Life histories are a result of natural selection, and often parallel environmental factors. Some organisms, such as the agave plant,exhibit what is known as big-bang reproduction, where large numbers of offspring are produced in each reproduction, after which the individual often dies. Agaves

22 This is also known as semelparity.
By contrast, some organisms produce only a few eggs during repeated reproductive episodes. This is also known as iteroparity. What factors contribute to the evolution of semelparity and iteroparity? Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

23 Limited resources mandate trade-offs between investments in reproduction and survival
The life-histories represent an evolutionary resolution of several conflicting demands. Sometimes we see trade-offs between survival and reproduction when resources are limited. Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

24 For example, red deer show a higher mortality rate in winters following reproductive episodes.
Fig. 52.5 Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

25 Variations also occur in seed crop size in plants.
The number of offspring produced at each reproductive episode exhibits a trade-off between number and quality of offspring. Coconut palm dandelion

26 The exponential model of population describes an idealized population in an unlimited environment
We define a change in population size based on the following verbal equation. Change in population = Births during – Deaths during size during time interval time interval time interval Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

27 Using mathematical notation we can express this relationship as follows:
If N represents population size, and t represents time, then N is the change is population size and t represents the change in time, then: N/t = B-D Where B is the number of births and D is the number of deaths Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

28 If B = D then there is zero population growth (ZPG).
We can simplify the equation and use r to represent the difference in per capita birth and death rates. N/t = rN OR dN/dt = rN If B = D then there is zero population growth (ZPG). Under ideal conditions, a population grows rapidly. Exponential population growth is said to be happening Under these conditions, we may assume the maximum growth rate for the population (rmax) to give us the following exponential growth dN/dt = rmaxN

29 Fig. 52.9 Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

30 The logistic model of population growth incorporates the concept of carrying capacity
Typically, unlimited resources are rare. Population growth is therefore regulated by carrying capacity (K), which is the maximum stable population size a particular environment can support. Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

31 Example of Exponential Growth
Kruger National Park, South Africa

32 POPULATION GROWTH RATE
LOGISTIC GROWTH RATE Assumes that the rate of population growth slows as the population size approaches carrying capacity, leveling to a constant level. S-shaped curve CARRYING CAPACITY The maximum sustainable population a particular environment can support over a long period of time.

33 Figure 52.11 Population growth predicted by the logistic model

34 How well does the logistic model fit the growth of real populations?
The growth of laboratory populations of some animals fits the S-shaped curves fairly well. Stable population Seasonal increase

35 Some of the assumptions built into the logistic model do not apply to all populations.
It is a model which provides a basis from which we can compare real populations. Severe Environmental Impact

36 The logistic population growth model and life histories.
This model predicts different growth rates for different populations, relative to carrying capacity. Resource availability depends on the situation. The life history traits that natural selection favors may vary with population density and environmental conditions. In K-selection, organisms live and reproduce around K, and are sensitive to population density. In r-selection, organisms exhibit high rates of reproduction and occur in variable environments in which population densities fluctuate well below K. Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

37 K-Selected Species Poor colonizers Slow maturity Long-lived
Low fecundity High investment in care for the young Specialist Good competitors

38 r-Selected Species Good colonizers Reach sexual maturity rapidly
Short-lived High fecundity Low investment in care for the young Generalists Poor competitors

39 Introduction Why do all populations eventually stop growing?
What environmental factors stop a population from growing? The first step to answering these questions is to examine the effects of increased population density. Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

40 Density-Dependent Factors
limiting resources (e.g., food & shelter) production of toxic wastes infectious diseases predation stress emigration

41 Density-Independent Factors
severe storms and flooding sudden unpredictable severe cold spells earthquakes and volcanoes catastrophic meteorite impacts

42 Density-dependent factors
increase their affect on a population as population density increases. This is a type of negative feedback. Density-independent factors are unrelated to population density, and there is no feedback to slow population growth. Fig Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

43 Negative feedback prevents unlimited population growth
A variety of factors can cause negative feedback. Resource limitation in crowded populations can stop population growth by reducing reproduction.

44 Intraspecific competition for food can also cause density-dependent behavior of populations.
Territoriality. Predation.

45 Waste accumulation is another component that can regulate population size.
In wine, as yeast populations increase, they make more alcohol during fermentation. However, yeast can only withstand an alcohol percentage of approximately 13% before they begin to die. Disease can also regulate population growth, because it spreads more rapidly in dense populations. Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

46 Population dynamics reflect a complex interaction of biotic and abiotic influences
Carrying capacity can vary. Year-to-year data can be helpful in analyzing population growth.

47 Some populations fluctuate erratically, based on many factors.
Fig Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

48 Other populations have regular boom-and-bust cycles.
There are populations that fluctuate greatly. A good example involves the lynx and snowshoe hare that cycle on a ten year basis.

49 Introduction Humans are not exempt from natural processes.
Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

50 The human population has been growing almost exponentially for three centuries but cannot do so indefinitely The human population increased relatively slowly until about 1650 when the Plague took an untold number of lives. Ever since, human population numbers have doubled twice How might this population increase stop?

51 POPULATION CYCLES HUMAN POPULATION 1650 - 500,000,000
ONE BILLION TWO BILLION FOUR BILLION 2010 – SIX BILLION EIGHT BILLION

52 Fig Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

53 Human Growth Rate

54 The Demographic Transition.
A regional human population can exist in one of 2 configurations. Zero population growth = high birth rates – high death rates. Zero population growth = low birth rates – low death rates. Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

55 The movement from the first toward the second state is called the demographic transition.
Fig Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

56 Age structure is the relative number of individuals of each age.
Age structure diagrams can reveal a population’s growth trends, and can point to future social conditions. Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

57 Fig Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

58 Estimating Earth’s carrying capacity for humans is a complex problem
Predictions of the human population vary from 7.3 to 10.7 billion people by the year 2050. Will the earth be overpopulated by this time? Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

59 Wide range of estimates for carrying capacity.
What is the carrying capacity of Earth for humans? This question is difficult to answer. Estimates are usually based on food, but human agriculture limits assumptions on available amounts. Ecological footprint. Humans have multiple constraints besides food. The concept an of ecological footprint uses the idea of multiple constraints.

60 For each nation, we can calculate the aggregate land and water area in various ecosystem categories.
Six types of ecologically productive areas are distinguished in calculating the ecological footprint: Land suitable for crops. Pasture. Forest. Ocean. Built-up land. Fossil energy land. Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings

61 Tthe ecological footprints in relation to available ecological capacity.

62 We may never know Earth’s carrying capacity for humans, but we have the unique responsibility to decide our fate and the fate of the rest of the biosphere. Copyright © 2002 Pearson Education, Inc., publishing as Benjamin Cummings


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