Difference between revisions of "Team:IIT Delhi/modelling"

Line 675: Line 675:
 
<table>
 
<table>
 
  <tr id="mathematical">
 
  <tr id="mathematical">
   
+
    <td><img class="team" src="https://static.igem.org/mediawiki/2015/a/a7/Imagem2_iitd.png" height="200px" width="200px"></td>
 
<td class="det">
 
<td class="det">
 
<h1 style="font-family:'Trebuchet MS', 'Lucida Grande', 'Lucida Sans Unicode', 'Lucida Sans', Tahoma, sans-serif;color:white;font-size:250%;padding-top:18px;">Mathematical model</h1>
 
<h1 style="font-family:'Trebuchet MS', 'Lucida Grande', 'Lucida Sans Unicode', 'Lucida Sans', Tahoma, sans-serif;color:white;font-size:250%;padding-top:18px;">Mathematical model</h1>
Line 690: Line 690:
 
</td>
 
</td>
 
 
<td><img class="team" src="https://static.igem.org/mediawiki/2015/a/a7/Imagem2_iitd.png" height="200px" width="200px"></td></tr>
+
</tr>
</table>
+
</table>
 +
<img style="margin-left:50px;height:100px;width:300px;" src="eq1" alt="equation1">
  
 
<table>
 
<table>

Revision as of 12:23, 18 September 2015

Introduction

Three of the proteins required in the project are cytochrome c proteins (haem proteins). Hence, the heme biosynthesis pathway needs to be modelled. Pathway of heme production in E. coli (C-5 pathway from glutamate)

Mathematical model

Pathway of heme production in E. coli (C-5 pathway from glutamate):
Also, d-Aminolevulinate (ALA) produced as an intermediate in the above reactions. -Aminolevulinate Synthase (ALA Synthase) is the committed step of the heme synthesis pathway, and is usually rate-limiting for the overall pathway. Regulation occurs through control of gene transcription. Heme functions as a feedback inhibitor, repressing transcription of the gene for -Aminolevulinate Synthase.
A non-competitive irreversible feedback inhibition model is assumed for this step with a Ki value of 0.02 mM. Hence, the following equation governs the production of ALA:



equation1

A non-competitive irreversible feedback inhibition model is assumed for this step with a ki value of 0.02 mM. Hence, the following equation governs the conversion to ALA:

Click here to read more: