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Chesapeake Bay Population Studies |
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| Graphic courtesy VIMS |
This virtual field trip is meant as primer for an actual field study of a marine ecosystem. Field studies are an important and integral part of any ecology or biology course of study. In our area near the mouth of the bay, we have an opportunity to study a somewhat varied ecosystem. High-impact, wave influenced sand beaches, mud flats as well as maritime grass meadows can be found along the bay and its numerous tributaries. Each community differs greatly in the amount of wave action, salinity, temperature, dissolved oxygen content and type of substrate. Seasonal and meteorololgic factors will also affect the make up of the biotic community. Yet all communities share the common experience of living submerged in sea water.
In this virtual field trip you will have the opportunity to determine the effect of the abiotic factors on the biotic community ... in a virtual way. It is hoped that once the methods employed in this lab are mastered, learners will feel confident enough to perform the data gathering in the natural environment.
In the actual field trip a transect line would be drawn along the mean lower low water level parallel with the shoreline. The transect line should be at least ten meters long. Place the quadrants at random along the line as to not bias the sample.
The data from each of the quadrants is collected and analyzed to determine density, frequency, diversity and suggestion of association between non-related species.
There is a complex interaction between the abiotic factors found in the bay and the life each of the communities supports. Areas with more stable conditions such as more uniform temperature, salinity, current speed and substrate allow for a greater diversity as more organisms are capable of adapting to the favorable conditions. In these areas we would expect to see a great number of organisms enjoying the favorable conditions. There would be a great diversity of organisms because one organism's peculiar adaptations are no better suited to the environment than that of another. In areas that are considered quite stressful such as areas with great differences in temperature, salinity, oxygen content, composition of substrate, we would expect to see a lower diversity because one organism's adaptations will allow it to fill the niche in the ecosystem.
Generally, a more stable abiotic environment produces a biological community with many species.
There are several ways to represent diversity. The most elementary way is to just list the organisms found there. A more advanced method of determining populations it to calculate density, relative density, frequency, relative frequency, and determine diversity indices. Further examination of the data can be used to determine the possible association or avoidance of two species.
The relative density can now be determined for each of the species in the sample. This is useful for comparison to all the other species in the sample area. A relative density can be calculated for each of the species in the sample by using the following formula:
Objectives:
The learners will use a quarter meter2 quadrant to determine:
* Population Density
* Relative Density
* Frequency
* Relative Frequency
* Calculate a Diversity Index
* Establish a Correlation of Association between any two
species
Purpose:
The purpose of this lesson is to integrate the mathematics of statistics with the ecological and biological sciences.
Materials:
* Hard copy of the HTML pages
* Calculator
* optional use of a spreadsheet such as Lotus 1-2-3 or Claris Works
* optional quadrants constructed from directions on the HTML page:
- may be constructed from:
each .5 meters in length
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Procedure:
Species:
Species 1 2 3 4 5 6 7 8 9 10 Sigma
Calculate the population density as follows:
(you will need to calculate the area sampled:)
10 quadrants,
each .25 meters2 =
2.5 meters2
density
= no. individuals
total area
Relative Density of a Species
=
density of a species
total densities of all speciesx 100
Frequency
=
of a species sampled
total number of quadrants sampled
| Relative Frequency | = | frequency of a species frequencies of all species |
x 100 |
| Importance Value | = | relative density + relative frequency |
| Diversity | = | N2 1(n1 + n2 + nj)2 |
OR | Diversity | = | N (N-1) n (n-1) |
| Where | :N = number of different organism n1 = sum of individuals in species 1 n2 = sum of individuals in species 2 nj = sum of individual in species j j = number of species present |
| Species | Density | Relat. Density | Frequency | Relat. Frequency | Import. Value |
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