Ch 53 Flashcards
population
organisms of the same species that exist in a given geographic area at a given time; it’s a population if the organisms in questions could reproduce and make offspring that is capable of reproducing (obviously meaning that they also have to be in the same place at the same time), populations are shaped by the interactions between individuals and their environment, populations have size and geographical boundaries
population ecology
focuses on statistical data and why numbers of organisms in a population change (or don’t change) over a period of time
characteristics of populations
density and dispersion
density (of a population)
measured as the number of individuals per unit area, so: how many in an area?
dispersion (of a population)
is the pattern of spacing among individuals within the geographic boundaries, so: how are they spaced?
how is population measured?
measuring population (size and) density is a difficult task, we can count individuals–not always easy, or we can estimate population numbers by sampling
sampling
counting the number of animals in one region and then multiplying by the number of regions
clumped dispersion
when individuals aggregate in patches
what is dispersion based on?
dispersion is based on resources, such as safety and food
uniform dispersion
when individuals are evenly spaced, the resource being space to rest
random dispersion
the position of each individual is independent of the others
why might plants appear to have a uniform dispersion?
because when you look at plants as a whole they seem to be uniformly dispersed due to the fact that they each need a certain amount of room to grow and sunlight, but you have to look at the plants of only one species, not all plants
What is the equation for growth of a population?
∆N/∆t=B-D, where N=population size, B=the number of births, D=the number of deaths, and t=time; we are most interested in birth and death rates since population sizes can differ; births can be symbolized as bN and deaths as dN, therefore, ∆N/∆t=bN-dN, which can be simplified down to ∆N/∆t=(b-d)N
What is r? What if r is positive? Negative? Zero?
r is the growth rate, r=b-d, if r is positive, the population is growing, if r is negative, the population is declining, and if r is zero, the population is stable, when we use r in the context of the growth equation, it looks like this: ∆N/∆t=rN because as previously stated, r=b-d
What equation would be used if the time interval was very, very short?
dN/dt=rN, this differential equation is really no different from the one above except the time interval is very, very short, instantaneous change
Immigration
immigration occurs when individuals enter a local population from another population
emigration
emigration occurs when individuals leave an area, emigration=exit
How can the growth equation be modified to include immigration and emigration numbers?
r=(b-d)+(i-e)
What are four factors that produce changes in population size?
natality (birth), mortality (death), immigration, and emigration
What is the intrinsic rate of increase (rmax)?
this is the maximum rate at which species or populations can increase under ideal conditions, this means minimizing death and emigration and maximizing birth and immigration; so, it is the maximal growth rate for a population