Team:Evry/Modeling

From 2013.igem.org

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(Modeling:)
(Modeling:)
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== First approach: ==
== First approach: ==
For a better understanding of the bacteria our team is going to produce, we chose to first focus on the growth of an iron-chelating bacterial population.  
For a better understanding of the bacteria our team is going to produce, we chose to first focus on the growth of an iron-chelating bacterial population.  
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Let us suppose we have <math>N_0</math> initial siderophore-producing bacterias in a closed system with solved iron. Monitoring the evolution of those bacterias, the dissolved iron, the siderophores and the chelated iron through a simple model will help our biologists tune their constructions.<br/><br/>
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Let us suppose we have <math>N_0</math> initial siderophore-producing bacterias in a closed system with dissolved iron. Monitoring the evolution of those bacterias, the dissolved iron, the siderophores and the chelated iron through a simple model will help our biologists tune their constructions.<br/><br/>
<img:systeme differentiel/><br/><br/>
<img:systeme differentiel/><br/><br/>
where <math>\alpha</math> is the Mc Kellar adaptation factor:<br/><br/>
where <math>\alpha</math> is the Mc Kellar adaptation factor:<br/><br/>
<img:McKellar><br/><br/>
<img:McKellar><br/><br/>

Revision as of 09:11, 27 June 2013

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Modeling:

The modeling part is planned around 4 main targets:

First approach:

For a better understanding of the bacteria our team is going to produce, we chose to first focus on the growth of an iron-chelating bacterial population. Let us suppose we have <math>N_0</math> initial siderophore-producing bacterias in a closed system with dissolved iron. Monitoring the evolution of those bacterias, the dissolved iron, the siderophores and the chelated iron through a simple model will help our biologists tune their constructions.

<img:systeme differentiel/>

where <math>\alpha</math> is the Mc Kellar adaptation factor:

<img:McKellar>