Populations

1. 43 Populations

2. Chapter 43 Populations • Key Concepts • 43.1 Populations Are Patchy in Space and Dynamic over Time • 43.2 Births Increase and Deaths Decrease Population Size • 43.3 Life Histories Determine Population Growth Rates • 43.4 Populations Grow Multiplicatively, but Not for Long

3. Chapter 43 Populations Key Concepts 43.5 Extinction and Recolonization Affect Population Dynamics 43.6 Ecology Provides Tools for Managing Populations

4. Chapter 43 Opening Question How does understanding the population ecology of disease vectors help us combat infectious diseases?

5. Concept 43.1 Populations Are Patchy in Space and Dynamic over Time Population—all the individuals of a species that interact with one another within a given area at a particular time. Humans have long been interested in understanding species abundance: to increase populations of species that provide resources and food and to conserve species for ethical and aesthetic reasons to decrease abundance of crop pests, pathogens, etc.

6. Concept 43.1 Populations Are Patchy in Space and Dynamic over Time Population density—number of individuals per unit of area or volume Population size—total number of individuals in a population Counting all individuals is usually not feasible; ecologists often measure density, then multiply by the area occupied by the population to get population size.

7. Concept 43.1 Populations Are Patchy in Space and Dynamic over Time Abundance varies on several spatial scales. Geographic range—region in which a species is found Within the range, species may be restricted to specific environments or habitats. Habitat patches are “islands” of suitable habitat separated by areas of unsuitable habitat.

8. Figure 43.1 Species Are Patchily Distributed on Several Spatial Scales (Part 1)

9. Figure 43.1 Species Are Patchily Distributed on Several Spatial Scales (Part 2)

10. Concept 43.1 Populations Are Patchy in Space and Dynamic over Time Population densities are dynamic—they change over time. Density of one species population may be related to density of other species populations.

11. Figure 43.2 Population Densities Are Dynamic and Interconnected

12. Concept 43.2 Births Increase and Deaths Decrease Population Size Change in population size depends on the number of births and deaths over a given time. “Birth–death” or BD model of population change:

13. Concept 43.2 Births Increase and Deaths Decrease Population Size Population growth rate (how fast it is changing):

14. Concept 43.2 Births Increase and Deaths Decrease Population Size Per capita birth rate (b)—number of offspring an average individual produces Per capita death rate (d)—average individual’s chance of dying Per capita growth rate (r) = (b – d) = average individual’s contribution to total population growth rate

15. Concept 43.2 Births Increase and Deaths Decrease Population Size If b > d, then r > 0, and the population grows. If b < d, then r < 0, and the population shrinks. If b = d, then r = 0, and population size does not change.

16. Concept 43.3 Life Histories Determine Population Growth Rates Life history—time course of growth and development, reproduction, and death during an average individual’s life Life histories are quantitative descriptions of life cycles. Example: the life cycle of the black-legged tick.

17. Figure 43.3 Life History of the Black-Legged Tick

18. Concept 43.3 Life Histories Determine Population Growth Rates A life table shows ages at which individuals make life cycle transitions and how many individuals do so successfully. Life tables have two types of information: survivorship—fraction of individuals that survive from birth to different life stages or ages fecundity—average number of offspring each individual produces at those life stages or ages

19. Table 43.1 Life Table for the 1978 Cohort of Cactus Ground Finch on Isla Daphne

20. Concept 43.3 Life Histories Determine Population Growth Rates Life histories vary among species: how many and what types of developmental stages, age of first reproduction, frequency of reproduction, how many offspring they produce, and how long they live. Life histories can vary within a species. For example, different human populations have different life expectancies and age of sexual maturity.

21. Concept 43.3 Life Histories Determine Population Growth Rates Individual organisms require resources (materials and energy) and physical conditions they can tolerate. Rate at which an organism can acquire resources increases with the availability of the resources. Examples: photosynthetic rate increases with sunlight intensity, or an animal’s rate of food intake increases with the density of food.

22. Figure 43.4 Resource Acquisition Increases with Resource Availability (Part 1)

23. Figure 43.4 Resource Acquisition Increases with Resource Availability (Part 2)

24. Figure 43.4 Resource Acquisition Increases with Resource Availability (Part 3)

25. Figure 43.4 Resource Acquisition Increases with Resource Availability (Part 4)

26. Concept 43.3 Life Histories Determine Population Growth Rates Principle of allocation—once an organism has acquired a unit of some resource, it can be used for only one function at a time: maintenance, foraging, growth, defense, or reproduction. In stressful conditions, more resources go to maintaining homeostasis. Once an organism has more resources than it needs for maintenance, it can allocate the excess to other functions.

27. Figure 43.5 The Principle of Allocation

28. Concept 43.3 Life Histories Determine Population Growth Rates In general, as average individuals in a population acquire more resources, the average fecundity, survivorship, and per capita growth rate increase.

29. Concept 43.3 Life Histories Determine Population Growth Rates Life-history tradeoffs—negative relationships among growth, reproduction, and survival Example: investments in reproduction may be at the expense of adult survivorship or growth. Environment is also a factor: if high mortality rates are likely, it makes sense to invest in early reproduction.

30. Concept 43.3 Life Histories Determine Population Growth Rates Species’ distributions reflect the effects of environment on per capita growth rates. A study of temperature change in a lizard’s environment, combined with knowledge of its physiology and behavior, led to conclusions about how climate change may affect survivorship, fecundity, and distribution of these lizards.

31. Figure 43.6 Climate Warming Stresses Spiny Lizards (Part 1)

32. Figure 43.6 Climate Warming Stresses Spiny Lizards (Part 2)

33. Concept 43.3 Life Histories Determine Population Growth Rates Laboratory experiments have also shown the links between environmental conditions, life histories, and species distributions.

34. Figure 43.7 Environmental Conditions Affect Per Capita Growth Rates and Species Distributions (Part 1)

35. Figure 43.7 Environmental Conditions Affect Per Capita Growth Rates and Species Distributions (Part 2)

36. Concept 43.4 Populations Grow Multiplicatively, but Not for Long Population growth is multiplicative—an ever-larger number of individuals is added in each successive time period. In additive growth, a constant number (rather than a constant multiple) is added in each time period.

37. In-Text Art, Ch. 43, p. 850

38. Concept 43.4 Populations Grow Multiplicatively, but Not for Long Charles Darwin was aware of the power of multiplicative growth: “As more individuals are produced than can possibly survive, there must in every case be a struggle for existence.” This ecological struggle for existence, fueled by multiplicative growth, drives natural selection and adaptation.

39. Concept 43.4 Populations Grow Multiplicatively, but Not for Long Multiplicative growth has a constant doubling time. The time it takes a population to double in size can be calculated if r is known.

40. Concept 43.4 Populations Grow Multiplicatively, but Not for Long Populations do not grow multiplicatively for very long. Growth slows and reaches a more or less steady size:

41. Concept 43.4 Populations Grow Multiplicatively, but Not for Long r decreases as the population becomes more crowded; r is density dependent. As the population grows and becomes more crowded, birth rates tend to decrease and death rates tend to increase. When r = 0, the population size stops changing—it reaches an equilibrium size called carrying capacity, or K.

42. Figure 43.8 Per Capita Growth Rate Decreases with Population Density (Part 1)

43. Figure 43.8 Per Capita Growth Rate Decreases with Population Density (Part 2)

44. Concept 43.4 Populations Grow Multiplicatively, but Not for Long Spatial variation in environmental factors can result in variation of carrying capacity. Temporal variation in environmental conditions may cause the population to fluctuate above and below the current carrying capacity. Example: the rodents and ticks in Millbrook, New York.

45. Figure 43.2 Population Densities Are Dynamic and Interconnected

46. Concept 43.4 Populations Grow Multiplicatively, but Not for Long The human population is unique. It has grown at an ever-faster per capita rate, as indicated by steadily decreasing doubling times. Technological advances have raised carrying capacity by increasing food production and improving health.

47. Figure 43.9 Human Population Growth (Part 1)

48. Figure 43.9 Human Population Growth (Part 2)

49. Concept 43.4 Populations Grow Multiplicatively, but Not for Long In 1798 Thomas Malthus pointed out that the human population was growing multiplicatively, but its food supply was growing additively, and predicted that food shortages would limit human population growth. His essay provided Charles Darwin with a mechanism for natural selection. Malthus could not predict the effects of technology such as medical advances and the Green Revolution.

50. Concept 43.4 Populations Grow Multiplicatively, but Not for Long Many believe that the human population has now overshot its carrying capacity for two reasons: Technological advances and agriculture have depended on fossil fuels, a finite resource. Climate change and ecosystem degradation have been a consequence of 20th century population expansion.