School of Engineering and Science - Jacobs University
School of Engineering and Science - Jacobs University
School of Engineering and Science - Jacobs University
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CHAPTER IV<br />
Selectivity <strong>and</strong> Electivity <strong>of</strong> G. dominans for mobile <strong>and</strong> immobile prey<br />
The prey selectivity index α <strong>of</strong> G. dominans preying on a population <strong>of</strong> S. trochoidea<br />
containing both mobile <strong>and</strong> immobile prey was calculated for each prey type according<br />
to Chesson (1978, 1983). We chose Chesson’s case 1 equation (prey population<br />
assumed to be constant) (Chesson, 1983) because our values <strong>of</strong> ingestion <strong>and</strong><br />
percentage <strong>of</strong> prey in the environment were obtained by averaged prey concentrations<br />
<strong>and</strong> a strong depletion <strong>of</strong> food was not observed during our experiments. Values <strong>of</strong> α<br />
were then used to calculate the electivity index E* according to V<strong>and</strong>erploeg <strong>and</strong> Scavia<br />
(1979a, 1979b).Values <strong>of</strong> E* cover a range from -1 to 1. E* values <strong>of</strong> 0 indicate non<br />
selective feeding, values > 0 indicate preference, values < 0 indicate discrimination<br />
against a prey type.<br />
Swimming behaviour <strong>and</strong> velocity<br />
The films <strong>of</strong> swimming behaviour were converted to single frame pictures using the<br />
freeware program “Avi4Bmp” (Bottomap S<strong>of</strong>tware). The first 30 pictures (equalling<br />
two seconds <strong>of</strong> each original film) were stacked with the function “overlay frames” <strong>of</strong><br />
the freeware program “Trace” (© Heribert Cypionka, 2000-2010). These stacked<br />
images showed the path <strong>of</strong> a cell during the two-second period (Fischer & Cypionka,<br />
2006). The length <strong>of</strong> the path <strong>of</strong> 60 cells per treatment was measured with the open<br />
source s<strong>of</strong>tware “ImageJ”. Swimming speed [µm s -1 ] <strong>of</strong> the cells was then calculated by<br />
dividing path length by the timeframe needed for it. Changes in swimming behaviour<br />
were analysed by comparing the patterns <strong>of</strong> the swimming paths in the stacked pictures.<br />
Data analysis<br />
Statistical analyses were conducted with the s<strong>of</strong>tware “Statistica 7.1” (StatS<strong>of</strong>t) using<br />
two-tailed t-tests <strong>and</strong> one way ANOVAs followed by Newman-Keuls post hoc tests<br />
both at significance levels <strong>of</strong> 0.05.<br />
RESULTS<br />
General patterns <strong>of</strong> interaction<br />
In the first experiment we investigated the differences in successive patterns between<br />
treatments with one predator species <strong>and</strong> treatments with two predator species preying<br />
on the same organism.<br />
Both predator species preying on Scrippsiella trochoidea displayed positive growth<br />
rates in the single predator treatments throughout the whole experiment (Figure 1a+b).<br />
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