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Team:NCTU Formosa/Modeling
From 2012.igem.org
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| - | <div id=" | + | <div id="modeling-p1" class="pimg" alt="Figure 1"><p class="imgcap"><b>Figure 1.</b></p></div> |
| - | <div id=" | + | <div id="modeling-p2" class="pimg" alt="Figure 2"><p class="imgcap"><b>Figure 2.</b></p></div> |
<p>As we know, isobutanol is toxic to E.coli. So, we wonder how much E.coli can tolerate isobutanol. Therefore, we make a model to calculate the doubling time. According to the following figures, we realize that the maximum concentration of isobutanol that seriously hinder E.coli growth is <span class="emph">1.3%</span>. The figure gives us an important information to help us understand the growing condition of E.coli and to adjust the incubation time in our project.</p> | <p>As we know, isobutanol is toxic to E.coli. So, we wonder how much E.coli can tolerate isobutanol. Therefore, we make a model to calculate the doubling time. According to the following figures, we realize that the maximum concentration of isobutanol that seriously hinder E.coli growth is <span class="emph">1.3%</span>. The figure gives us an important information to help us understand the growing condition of E.coli and to adjust the incubation time in our project.</p> | ||
| - | <div id=" | + | <div id="modeling-p3" class="pimg" alt="Figure 3"><p class="imgcap"><b>Figure 3.</b></p></div> |
| - | <div id=" | + | <div id="modeling-p4" class="pimg" alt="Figure 4"><p class="imgcap"><b>Figure 4.</b></p></div> |
<p>According to the equation of Thomas Robert Malthus, we can get the doubling time of E.coli in the following table.</p> | <p>According to the equation of Thomas Robert Malthus, we can get the doubling time of E.coli in the following table.</p> | ||
</div> | </div> | ||
Revision as of 16:24, 26 September 2012
Figure 1.
Figure 2.
As we know, isobutanol is toxic to E.coli. So, we wonder how much E.coli can tolerate isobutanol. Therefore, we make a model to calculate the doubling time. According to the following figures, we realize that the maximum concentration of isobutanol that seriously hinder E.coli growth is 1.3%. The figure gives us an important information to help us understand the growing condition of E.coli and to adjust the incubation time in our project.
Figure 3.
Figure 4.
According to the equation of Thomas Robert Malthus, we can get the doubling time of E.coli in the following table.
