1 / 61

Population Ecology

Population Ecology. Population Dynamics. Theoretically, if reproduction and mortality rates in a non-mobile population are equal and constant, the number of individuals in the population would remain constant Natural population are not static

triage
Download Presentation

Population Ecology

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Population Ecology

  2. Population Dynamics • Theoretically, if reproduction and mortality rates in a non-mobile population are equal and constant, the number of individuals in the population would remain constant • Natural population are not static • Constantly subject to change and motion because of many variable factors both in the environment and within the organisms themselves

  3. Population Ecology • Study of distribution, density, numbers of individuals and structure(gender, age), rates of birth and mortality, factors that affect growth • Density – number of individuals per unit area (ex. Per acre or hectare) or unit volume (ex. In a column of water)

  4. Population Ecology • Composition – number of individuals, gender and age • Changes result of different factors • Reproduction, invasion, emigration, migration, mortality, and cyclic fluctuations of considerably greater length and magnitude involving several years or more

  5. Obtaining Population Information • Direct data on most population numbers is difficult or impossible to obtain • Rarely able to count the entire population • Count all the individuals in a prescribed area

  6. Techniques of Obtaining Populations • Simple counts • # seals/island, #burrows/area, # wildebeest/herd • Can use aerial photographs to obtain population estimates • Seals and sea lions • Wintering waterfowl and marine birds

  7. Techniques of Obtaining Populations 2) Mark-recapture technique • Capture and mark individuals • Trapping, marking, ID tags, radio transmitters • Recapture at a later point in time • Provide estimate of population size for a given area • Calculation = (total number marked)(total number recaptured)/(number of recapture that were marked)

  8. Techniques of Obtaining Populations • Mark-recapture technique • Example • Initial capture of 50 individuals • Second capture of 100 individuals, 10 of the 100 were marked from the first capture • Estimated population size = 50*100/10 = 500 individuals

  9. Techniques of Obtaining Populations 3) Census techniques • Transect methods • Walk or drive a line (transect) and count the number of individuals at specific locations, evenly distributed along the line • Used for pheasant counts

  10. Distribution • Distribution – way species are organized in an area • Can be due to abiotic factors (rocks, water, the environment) or biotic (species interactions, plants, food sources) • Can look at an individual species or the assemblages of species – description at the community level

  11. Distribution • Type 1 – Uniform or regular or nearly uniform • Possible explanations • Territorial species • Dispersed resources • Telephone poles used as perching sites for birds • Behavioral interactions

  12. Distribution • Type 2 – clumped distribution • Possible explanations • Patchy distribution of resources • Organisms live in groups or close together

  13. Distribution • Type 3 – Random distribution • Possible explanations • Random distribution of resources • Absence of strong attractions or repulsions among individuals of a population • Very uncommon

  14. Demographics • Characteristics of a population that affect growth • Two characteristics that are important • Age structure • Sex ratio • In human population of characteristics are considered • Race, education, marital status, religious beliefs, etc.

  15. Age Structure • Methods – follow a group of individuals from birth to death over time • Construct a life table for the group

  16. Age Structure

  17. Sex Ratio • Rate at which a population may grow can be dependent on the sex ratio • Fewer females – slower rate of population growth • Sex Ratios by age (males per 1000 females

  18. Calculate Rates for Populations • 3 Rates that are looked at • Survivorship – number of individuals that reach the next year of life • Birth – number of individuals born within a designated time frame • Mortality – number of individuals that die each year

  19. Survivorship • Number of survivors/age group • Probability of newborn individuals of a group surviving to particular ages • Yields 3 different curves

  20. Survivorship • Type 1 – high survivorship for most age groups except older individuals • Examples – humans, large mammals, organisms that produce few offspring but provide extensive parental care

  21. Survivorship • Type 2 – constant survivorship rate for most age groups • Examples – some species of birds, lizards, annual plants, invertebrates and rodents

  22. Survivorship • Type 3 – low survivorship early but individuals that do make it live longer • Examples – many species of fish and marine invertebrates, perennial plants, trees, species that produce many young and no parental care

  23. Survivorship Curves

  24. Birth Rates • Also called reproduction rate • Number of individuals born within a certain period of time • Population increase primarily dependent upon reproduction • In order to avoid extinction a species must produce new individuals in numbers sufficient to replace those that die

  25. Reproduction Potential • Maximum number of individuals that a population could produce • Number of new individuals that could be produces is greater than the number that is actually produced • Actual number takes into account survival rate • Actual number could be close to potential • Single young produced once a year by certain large mammals • Actual number could be small fraction of potential • Fish that lay several million eggs

  26. Factors of Reproductive Rates Clutch size – number of young produced per reproductive event Small Large Animals with short life span Large number a year Small mammals – mice, voles Fish – salmon, sturgeon, trout Reptiles – snakes, turtles • Animals with long life span • 1 or occasionally 2 young a year • Large herbivorous mammals – elephants, zebras, cows • Semi-aquatic mammals – seals, walrus • Marine mammals – whales, dolphins

  27. Factors of Reproductive Rate • Number of reproductive episodes per year • Small clutches – usually once per year or every couple years • Long gestation period • Long life span • Middle to Large clutches – multiple times per year • Short gestation period • Short life span • Record example – captive vole produced 17 litters within 1 year

  28. Factors of Reproductive Rates • Number of reproductive episodes per lifetime Semelparity Iteroparity Reproduce many times in life Plants – perennials Examples Humans Vertebrates – birds, reptiles, virtually all mammals, and most fish Invertebrates – most molluscs, many insects • Reproduce one time in life • Plants – annuals • “Big bang” reproduction • Reproductive event usually large and fatal • Examples • Pacific salmon – lay eggs and die • Many insects, squid, octopus, arachnids

  29. Factors of Reproductive Rate • Age of reproductive maturity – how old the animal must be to reproduce • Some species have delayed maturity • Condor – can’t breed until they are about 5 yrs old • Many large mammals – 1-2 years • Voles – breed at 3 to 6 weeks • Some are born pregnant • Species of mite

  30. Factors of Reproductive Rate • Density • High density – may cause decrease in fertility, resulting in shortening of the breeding season and reduction in number of young per litter • Low density – becomes harder to find mates, inbreeding • Age • Effects breeding abilities

  31. Measure/Model Population Growth • Strait counts are hard to achieve • Use mathematical model to predict population size in the future

  32. Model Population Growth

  33. Measure/Model Population Growth • N = population size – total number of individuals in a specific area at a given time • B = number of births • b = birth rate • N = 1000 • B = 34 • b = B/N = 34/1000 = 0.034

  34. Measure/Model Population Growth • D = number of deaths • d = death rate • N = 1000 • D = 16 • d = D/N = 16/1000 = 0.016 • T = time • r = rate of increase • r = b-d

  35. Measure of Population Growth • Change in population size would be the number of births minus the number of deaths in a specific period of time • ΔN/Δt = B-D • This requires us to count number born and number that die in specific period of time • Easier to use rates

  36. Measure of Population Growth • The simplest case – no limitations on growth within the environment • Two things occur • Population displays its intrinsic rate of increase • Population experiences exponential growth

  37. Intrinsic Rate of Population Increase • Rate of growth of a population when population is growing under ideal conditions and without limits • As fast as it possibly can • Difference between birth rate and death rate is maximized • Characteristic of population and not of the environment • Usually can’t be achieved in most environments

  38. Intrinsic Rate of Population Increase • Higher intrinsic rate – grow faster • Lower rate of increase – slower growth • Intrinsic rate – rmax • Influenced by different factors • Age of reproduction maturity • Number of young produced • How well the young survive

  39. Measurements – Unlimited growth • Formula • Nt = N0(er)t • Nt = number of individuals at present time • N0 = number of initial organisms • Produces J shaped curve (called J curve)

  40. Limits on Population Growth • Exponential growth cannot go on forever • Population will eventually run into limits in their environment • Environment has finite amount of resources • Each environment has a carrying capacity • A specific number of individuals the environment can support

  41. Carrying capacity • Environment has finite amount of available resources • Population has to share the available resource • As population increases – more individuals have to share limited resources • Each individual gets an increasingly smaller share • Carrying capacity • Maximum stable population size that a particular environment can support over a long period of time

  42. Carrying Capacity • Symbolized – K • Property of the environment • Vary over space and time • Affected by abundance of limiting resources • If number of individuals exceeds carrying capacity – environment will be destroyed to the point where it can no longer support that number of individuals

  43. Carrying Capacity • As population approaches carrying capacity • Individuals experience either a higher death rate or a lower fecundity • Rate of population growth declines towards zero

  44. Logistic Growth • Logistic growth • Mathematical description that takes into consideration carrying capacity • Employs two parameters • rmax • K • Curve is S-shaped

  45. Logistic Growth • Initially the population grows exponentially at a rate which is determined by rmax • As population size approaches carrying capacity – population growth rate slows • As population gets larger – rate gets slower • Ultimately the rate of growth reaches zero at the carrying capacity

  46. Logistic Growth =

  47. Logistic Growth • Logistic model – density dependent • Rate at which population changes with density of organisms that are currently in the population • Population do not typically display idealized logistic growth seen with the model • Deviation – delayed feedback • Overshoot • Vary up and down around the carrying capacity

  48. Logistic Model

  49. K or r Selected Populations K - selected r-selected Opportunistic populations Species good at growing rapidly in disturbed environments Significantly less capable of maintaining its population at carrying capacity • Equilibrium populations • Species good at maintaining population sizes at carrying capacity

  50. K or r selected Populations • Few populations are either purely r or K selected

More Related