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<br/> | <br/> | ||
− | <section id="first"><h1> | + | <section id="first"><h1>Introduction</h1> |
<div style="clear:both;height:60px;"></div> | <div style="clear:both;height:60px;"></div> | ||
+ | <div class="p-size"> We aim to convert the antibiotic signal into an AHL molecule signal by using a specific promoter in combination with LUX.And set up a positive feedback system based on the population induction system of Vibrio califlora.The input AHL molecular signal is amplified by a positive feedback system,then outputs fluorescent signal.The previous detection system is mostly between “0” and“1”,only detect the presence of the measured object whlie cannot measured on the quantitative. The fluorescence signal reaches the threshold time is different in contrast to inputting different concentrations of AHL signal molecular .Based on this we can build a relationship between the threshold time and the input signal like the qPCR, achieving quantitative effect. | ||
+ | We build a forecasting model and optimize it on the base of that principle.Compared with most biological systems, our system has an effect of local expression.So we made a modeling prediction of the impact of background expression and the stability of the system, proving the feasibility of our system. | ||
<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> | ||
<div style="clear:both;height:80px;"></div> </section> | <div style="clear:both;height:80px;"></div> </section> | ||
− | <section id="second"><h1> | + | <section id="second"><h1>Result one:Forecast ModelModeling </h1> |
+ | <ul class="cd"><li>1.assumption</li> | ||
<div class="p-size"> | <div class="p-size"> | ||
1) The prediction model is an experimental analysis which based on the experimental principle and the Hill function by drawing up the relevant parameters.<br/> | 1) The prediction model is an experimental analysis which based on the experimental principle and the Hill function by drawing up the relevant parameters.<br/> | ||
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6) The threshold can be chosen according to the experimental phenomena, and the threshold in ours prediction model is chosen as [LR]/2. <br/> | 6) The threshold can be chosen according to the experimental phenomena, and the threshold in ours prediction model is chosen as [LR]/2. <br/> | ||
7) The model does not consider the impact of background expression on GFP accumulation.<br/></div> | 7) The model does not consider the impact of background expression on GFP accumulation.<br/></div> | ||
− | <div style="clear:both;height:80px;"></div | + | <div style="clear:both;height:80px;"></div> |
− | + | <li>2.theoretical Basis</li> | |
<div style="clear:both;height:30px;"></div> | <div style="clear:both;height:30px;"></div> | ||
− | <ul | + | <ul><li>Character definition </li><br/> |
<div style="clear:both;height:30px;"></div> | <div style="clear:both;height:30px;"></div> | ||
<div class="picturetwo"> | <div class="picturetwo"> | ||
<img src="https://static.igem.org/mediawiki/2017/f/f1/T-SICAU-modeling_third.png" /></div> | <img src="https://static.igem.org/mediawiki/2017/f/f1/T-SICAU-modeling_third.png" /></div> | ||
− | + | <li>Hill function</li><br/> | |
− | <li>Hill function</li | + | |
− | + | ||
<div class="picturetwo"> | <div class="picturetwo"> | ||
<img src="https://static.igem.org/mediawiki/2017/a/ae/T-SICAU-modeling_third_3.png" /></div> | <img src="https://static.igem.org/mediawiki/2017/a/ae/T-SICAU-modeling_third_3.png" /></div> | ||
− | + | <li>Derivation process of discrete forecasting model</li><br/> | |
− | <li>Derivation process of discrete forecasting model</li | + | <div class="picturetwo"> |
− | + | ||
− | + | ||
<img src="https://static.igem.org/mediawiki/2017/8/8f/T-SICAU-modeling_third_a.png"/> | <img src="https://static.igem.org/mediawiki/2017/8/8f/T-SICAU-modeling_third_a.png"/> | ||
<img src="https://static.igem.org/mediawiki/2017/6/6f/T-SICAU-modeling_third_b.png" /> | <img src="https://static.igem.org/mediawiki/2017/6/6f/T-SICAU-modeling_third_b.png" /> | ||
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<img src="https://static.igem.org/mediawiki/2017/1/1a/T-SICAU-modeling_third_f.png"/> | <img src="https://static.igem.org/mediawiki/2017/1/1a/T-SICAU-modeling_third_f.png"/> | ||
</div></ul> | </div></ul> | ||
− | <div style="clear:both;height:80px;"></div> | + | <div style="clear:both;height:80px;"></div> |
− | < | + | <li>3.model building</li> |
<div class="p-size3">1) The effect of different initial AHL concentration:</div> | <div class="p-size3">1) The effect of different initial AHL concentration:</div> | ||
<figure><div class="pictureone"><img src="https://static.igem.org/mediawiki/2017/5/55/T-SICAU-modeling_mb1.jpg" /></div> | <figure><div class="pictureone"><img src="https://static.igem.org/mediawiki/2017/5/55/T-SICAU-modeling_mb1.jpg" /></div> | ||
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<div class="p-size2">Figure 4</div> | <div class="p-size2">Figure 4</div> | ||
<figcaption>Fig.4 Combining with Fig.1 and Fig.3, it’s easy to find out that in Fig.4, also exist such a relationship. This shows that when the initial AHL at low concentrations, by measuring the changes of the fluorescence intensity in real time, finding out a suitable threshold, the relationship can also be found between the initial AHL and time.When the initial concentration of AHL molecules is at a low level, the same changes of AHL molecules, and the corresponding time difference vary greatly. It is also shown that the lower the initial AHL concentration, the higher the accuracy of the measurement results under low background expression.</figcaption></figure> | <figcaption>Fig.4 Combining with Fig.1 and Fig.3, it’s easy to find out that in Fig.4, also exist such a relationship. This shows that when the initial AHL at low concentrations, by measuring the changes of the fluorescence intensity in real time, finding out a suitable threshold, the relationship can also be found between the initial AHL and time.When the initial concentration of AHL molecules is at a low level, the same changes of AHL molecules, and the corresponding time difference vary greatly. It is also shown that the lower the initial AHL concentration, the higher the accuracy of the measurement results under low background expression.</figcaption></figure> | ||
− | <div style="clear:both;height:60px;"></div | + | <div style="clear:both;height:60px;"></div> |
− | < | + | <li>4.feasibility analysis</li> |
− | <div class="p-size"> 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 class="p-size"> 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> |
+ | </ul> | ||
<div style="clear:both;height:60px;"></div> | <div style="clear:both;height:60px;"></div> | ||
<br/><br/> | <br/><br/> |
Revision as of 22:33, 1 November 2017
Introduction
We aim to convert the antibiotic signal into an AHL molecule signal by using a specific promoter in combination with LUX.And set up a positive feedback system based on the population induction system of Vibrio califlora.The input AHL molecular signal is amplified by a positive feedback system,then outputs fluorescent signal.The previous detection system is mostly between “0” and“1”,only detect the presence of the measured object whlie cannot measured on the quantitative. The fluorescence signal reaches the threshold time is different in contrast to inputting different concentrations of AHL signal molecular .Based on this we can build a relationship between the threshold time and the input signal like the qPCR, achieving quantitative effect.
We build a forecasting model and optimize it on the base of that principle.Compared with most biological systems, our system has an effect of local expression.So we made a modeling prediction of the impact of background expression and the stability of the system, proving the feasibility of our system.
Result one:Forecast ModelModeling
- 1.assumption
- 2.theoretical Basis
- Character definition
- Hill function
- Derivation process of discrete forecasting model
- 3.model building
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.
7) The model does not consider the impact of background expression on GFP accumulation.
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.
7) The model does not consider the impact of background expression on GFP accumulation.
1) The effect of different initial AHL concentration:
2)The effect of background expression on AHL accumulation: