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Timer Plus Sumo
From 2013.igem.org
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<p>Figure 1: Circuit of the timer inluding sumo cleaving</p></div> | <p>Figure 1: Circuit of the timer inluding sumo cleaving</p></div> | ||
</center> | </center> | ||
| + | </br></br></br></br></br></br></br></br></br></br> | ||
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<h2 align="center">Differential Equations</h2> | <h2 align="center">Differential Equations</h2> | ||
| + | The above circuit can be represented by the following di�erential equations. We assume a binary | ||
| + | behavior of the T7 promoter. In the presence of IPTG, the T7 promoter will be active. So, we make | ||
| + | the assumption that the T7 is binary variable with two possible states: either active 1 or inactive 0, | ||
| + | this is the variable s. | ||
</html> | </html> | ||
Revision as of 14:15, 15 August 2013
Timer Plus Sumo
In this section the system of Figure 1 is modeled. The structure of the timer is very similar version of the timer compared to the construct of iGEM TU Delft team 2009. Here the input is changed to a T7 promoter and the output to Ulp-1. Furthermore, the Ulp-1 cleaves off the SUMO from the peptide combined with the SUMO.
Figure 1: Circuit of the timer inluding sumo cleaving
