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<div class="title"><img src="https://static.igem.org/mediawiki/2017/7/7e/T-SICAU-model_title.jpg" /></div> | <div class="title"><img src="https://static.igem.org/mediawiki/2017/7/7e/T-SICAU-model_title.jpg" /></div> | ||
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<h1>first:Establishment principle of prediction model</h1> | <h1>first:Establishment principle of prediction model</h1> | ||
<div class="picture1"><img src="https://static.igem.org/mediawiki/2017/c/ce/T-SICAU-modeling_predictionmodel.jpg" /></div> | <div class="picture1"><img src="https://static.igem.org/mediawiki/2017/c/ce/T-SICAU-modeling_predictionmodel.jpg" /></div> | ||
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<h1>fifth:Feasibility analysis</h1> | <h1>fifth:Feasibility analysis</h1> | ||
<div>Based on the discrete forecasting model, we can see that the positive feedback system is very suitable for the detection of trace. If the background expression accumulation can be controlled at a low level, then the relationship between fluorescence and time will be more obvious at the same group of initial AHL concentration. The minimum detection limit of the system is that the AHL expressed in the background is completely degraded by the AiiA hydrolase. </div> | <div>Based on the discrete forecasting model, we can see that the positive feedback system is very suitable for the detection of trace. If the background expression accumulation can be controlled at a low level, then the relationship between fluorescence and time will be more obvious at the same group of initial AHL concentration. The minimum detection limit of the system is that the AHL expressed in the background is completely degraded by the AiiA hydrolase. </div> | ||
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Revision as of 09:16, 28 October 2017
first:Establishment principle of prediction model
second:Modeling assumption
- 1)The prediction model is an experimental analysis which based on the experimental principle and the Hill function by drawing up the relevant parameters.
- 2)It is assumed that there is less attenuation of the AHL when it is in low concentration.
- 3)The molecular weight of AHL-LuxR does not vary with time and remains stable.
- 4)The fixed parameters used in the model are based on the experimental principle and related literature hypothesis, for there may be about the predicted trend of curve and the problems which may arise in the process of experiment.
- 5)The model does not consider the impact of environmental factors on the change of natural causes.
- 6)The threshold can be chosen according to the experimental phenomena, and the threshold in ours prediction model is chosen as [LR]/2.
third:Theoretical Basis
- Character definition
- Hill function
- Derivation process of discrete forecasting model
- 1)The effect of different initial AHL concentration:
- 2)The effect of background expression on AHL accumulation:
CHARACTER | DEFINITION |
---|---|
[L] | AHL concentration |
[R] | LuxR concentration |
[LR] | AHL-LuxR concentration |
[I] | LuxI concentration |
Kd | The dissociation constant |
Ka | The binding constant |
n | Hill coefficient |
yc0' | LuxI produced by background expression |
ν1 | The rate of LuxI production when AHL-LuxR attaches to the promoter |
ν2 | The rate of AHL production |
M | The decrement of LuxI in selected time |
[L]0 | The AHL concentration when OD tends to stabilize |
θ | AHL-LuxR/ LuxR |