Team:TU-Eindhoven/IntegralModel
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This model was implemented as both a ODE and a stochastic model, various parameters were estimated as described on the [[Team:TU-Eindhoven/FNRPromotor| FNR promotor page]]. One of the most interesting predictions that can be derived from the integral model is the influence of adding decoy sites to the DNA on the response to oxygen. {{:Team:TU-Eindhoven/Template:Figure | id=DecoySitesOxygen}} endeavours to visualise this prediction as clearly as possible. | This model was implemented as both a ODE and a stochastic model, various parameters were estimated as described on the [[Team:TU-Eindhoven/FNRPromotor| FNR promotor page]]. One of the most interesting predictions that can be derived from the integral model is the influence of adding decoy sites to the DNA on the response to oxygen. {{:Team:TU-Eindhoven/Template:Figure | id=DecoySitesOxygen}} endeavours to visualise this prediction as clearly as possible. | ||
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{{:Team:TU-Eindhoven/Template:Image | filename=DecoySitesOxygen.png}} | {{:Team:TU-Eindhoven/Template:Image | filename=DecoySitesOxygen.png}} | ||
{{:Team:TU-Eindhoven/Template:FloatEnd | caption=Schematic of the integral model | id=DecoySitesOxygen }} | {{:Team:TU-Eindhoven/Template:FloatEnd | caption=Schematic of the integral model | id=DecoySitesOxygen }} | ||
+ | {{:Team:TU-Eindhoven/Template:Float | position=right | size=6 }} | ||
+ | {{:Team:TU-Eindhoven/Template:Image | filename=DecoySitesOxygenResponse.png}} | ||
+ | {{:Team:TU-Eindhoven/Template:FloatEnd | caption=Schematic of the integral model | id=DecoySitesOxygenResponse }} | ||
==References== | ==References== |
Revision as of 18:12, 24 September 2013
Contents |
Integral Model
The last step in creating a comprehensive model of the contrast mechanism is merging all individual models. Previously the model to predict the FNR concentration in a cell was described. This model will be combined with the decoy sites model, which was extended to contain the specific promotor that was used in this research. Here, the properties of the merged model will be discussed.
Merging the Models
In order to merge the FNR model and the decoy sites model, the exact connection between the two models had to be defined. The FNR model describes the (active) FNR concentration in the bacterial cells. This active FNR species fulfills the role of transcription factor in the decoy sites model. Using this information, the models could simply be combined by merging the Active FNR species of the FNR model and the T (transcription factor) of the decoy sites model. The resulting model schematics are depicted in .
Results
This model was implemented as both a ODE and a stochastic model, various parameters were estimated as described on the FNR promotor page. One of the most interesting predictions that can be derived from the integral model is the influence of adding decoy sites to the DNA on the response to oxygen. endeavours to visualise this prediction as clearly as possible.
References