Team:Imperial/Modelling

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                         <p><em>ATCC53582</em> is capable of inducible high yielding bacterial cellulose production controlled by IPTG concentrations. This model predicts the optimal time of inducing cellulose production during bacterial population growth in order to maximise yields. </p>
                         <div class="more-box more-box-bottom"><a href="https://2014.igem.org/Team:Imperial/Induction_Model">read more...</a></div>
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                         <p> The kinetics of attaching cellulose-binding domains (CBDs) to cellulose can be modelled using differential equations. This model calculates the time required for a specified percentage of binding sites on bacterial cellulose to be saturated given an initial concentration of available CBDs.</p>
                         <div class="more-box more-box-bottom"><a href="https://2014.igem.org/Team:Imperial/CBD_Kinetics_Model">read more...</a></div>
                         <div class="more-box more-box-bottom"><a href="https://2014.igem.org/Team:Imperial/CBD_Kinetics_Model">read more...</a></div>

Revision as of 18:32, 9 October 2014

Imperial iGEM 2014

Modelling

Introduction

We approached cellulose production and modification with several key questions: Which conditions produce the greatest yields? When should we induce over-production? How efficient will our functionalised cellulose be? We performed in-silico experiments, informed by our wet-lab work, to study growth, cellulose synthesis and the activity of our biomaterial. The results were integrated back into our experiments to enhance the production and function of our biomaterial.

Induction Model

ATCC53582 is capable of inducible high yielding bacterial cellulose production controlled by IPTG concentrations. This model predicts the optimal time of inducing cellulose production during bacterial population growth in order to maximise yields.

CBD Kinetics Model

The kinetics of attaching cellulose-binding domains (CBDs) to cellulose can be modelled using differential equations. This model calculates the time required for a specified percentage of binding sites on bacterial cellulose to be saturated given an initial concentration of available CBDs.

Pellice Model