Team:TU Delft-Leiden/Modeling/CodeRepository/StandardActivation
From 2014.igem.org
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Project
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General Overview
A summarizing description of project ELECTRACE
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Life Science
Scientific foundations and construction and characterization of BioBricks
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Microfluidics
Design and use of microfluidics
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Gadget
Working towards a portable biosensor
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Parts
New BioBricks submitted to the Registry
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Safety
Handling of GMOs and relevant chemicals
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Brainstorming
Find out how our iGEM team picked the topic
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Notebook
All details on the labwork
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Modeling
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Modeling Overview
Discussion of what we did and our results
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Curli Module
Modeling of the conductive curli module
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EET Module
Modeling of the Extracellular Electron Transport module
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Landmine Module
Modeling of the landmine detection module
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Interaction with Life Science and Microfluidics
Discussion of the interactions we had with the Life Science and Microfluidics departments of our team
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Modeling Methods
Discussion of several methods we used in the modeling of the modules
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Code Repository
Here you can download the Matlab scripts we made
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Policy & Practice
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Overview
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ELECTRACE
Application, potential, advantages and issues
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Case study: Landmines
ELECTRACE applied to the detection of landmines
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Interviews with stakeholders
Opinions about ELECTRACE and synthetic biology
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Outlook
Synbio issues and possible solutions
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Outreach
Interaction with the general public
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- Achievements
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Team & Supporters
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Meet our team
Students and advisors
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Attributions
Individual contributions
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Acknowledgments
Individuals providing help & advice
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Sponsors
Faculties, departments, companies etc. who funded our work
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Collaborations
Support of other iGEM teams
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Media
Public attention (newspapers, journals, interviews) of our project
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function RR = StandardActivation(beta,x) R = zeros(size(x)); RR =zeros(size(x)); %% Parameters d_R = 4E-6; %protein degradation rate % beta % beta(1) = K_d (Microscopic dissociation constant and also threshold value) % beta(2) = k1 (transcription rate active promoter) % beta(3) = k2 (transcription rate repressed promoter) %% Determine reporter protein (R) equilibrium concentration if x >= 0 R = (1/d_R).*((beta(2).*x + beta(1).*beta(3))./(beta(1) + x)); %Concentration of R in equilibrium R0 = (beta(3)/d_R); %Concentration of R in equilibrium without DNT RR = R./(R0); else RR = 0; end end{{:Team:TU_Delft-Leiden/Templates/End}}