Team:Groningen/Modeling
From 2012.igem.org
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1. Quantify the initial medium composition which would:
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a. Germinate the spores
b. Raise the population to reporter-required levels within the smallest possible spoilage time-frame
c. Maintain an active population at that level for a prolonged period of time, avoiding the onset of dormancy or sporulation
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2. The creation of a dynamic model for B. subtilis suitable for flux balance analysis which responds to environmental cues.
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3. The creation of a succinct explanation of TnrA activation, according to current literature.
The B. subtilis within the sticker must go through distinct phases under defined time constraints. The only way to control the amount of biomass, and its behavior, is through the initial medium concentration. The containment unit does not contain any time-release capsules for providing a controlled level of nutrients.
Come back later.
Prior to the successful microarray experiment conducted by the wetwork team, the proposed volatile sensing mechanism
tied reporter activation to the metabolism of ammonium/ammonia (NH4/NH3+). The nitrogen metabolism in B. subtilis
is a convoluted mesh of reactions and (in)activation complexes mostly controlled by the TnrA transcription factor.
In order to observe the effect of NH4 uptake on the TnrA, it was necessary to have a concise behavioral diagram.
Unfortunately, no such diagram existed. The diagram for nitrogen metabolism on the KEGG database identified most
of what was involved, but did so in an unclear manner.
The figure below used the behavioral information from literature to highlight the active and inactive pathways during
ammonium uptake. In terms of the project, the creation of this diagram brought to light a critical problem for using
TnrA to sense extracellular NH4/NH3+; TnrA is only active when glutamine synthetase (GS) is actively converting NH4 to
glutamine. This in turn is regulated by cell growth, not the amount of NH4/NH3+ present. However, in one article it was
observed that GS is also active under conditions of nitrogen limitation. If the medium contained the precise amount of
glutamine necessary to support the initial growth phase, then the glutamine would be depleted at the sensing phase.
GS would activate to try and create more glutamine. GS would only deactivate when the amount of extracellular NH4/NH3+
reached a level to remove the lack of nitrogen as factor limiting further growth.
The real result? If this sensing pathway was selected, then the wetwork team would have to find the necessary levels of
glutamine to exploit the edge of nitrogen limitation. Possible, but not exactly the easiest mechanism to implement for the consumer market.
- KEGG Database, "Nitrogen Metabolism - Bacillus subtilis", Kanehisa Laboratories, Last Modified: July 23, 2010. http://www.kegg.jp/kegg-bin/show_pathway?org_name=bsu&mapno=00910
- SubtiWiki, http://subtiwiki.uni-goettingen.de/wiki/index.php
- K. Gunka and F. M. Commichau, “Control of glutamate homeostasis in Bacillus subtilis: a complex interplay between ammonium assimilation, glutamate biosynthesis and degradation,” Molecular Microbiology, vol. 85, no. 2, pp. 213–224, 2012.
- N. Doroshchuk, M. Gelfand, and D. Rodionov, “Regulation of nitrogen metabolism in gram-positive bacteria,” Molecular Biology, vol. 40, no. 5, pp. 829–836, 2006.
- Study Guide, Chem153C, University of California, Los Angeles.
http://vohweb.chem.ucla.edu/voh/classes%5Cspring10%5C153CID28%5C11AminoAcidBiosynthesisSQA.pdf
For our purposes, the dynamic model seeks to provide an explanation for the gene expression observed in the microarray experiment.
However, for the scientific community in general, a dynamic model would be enable phenotype prediction over time under varying
environmental conditions. Such a model would also be able to predict phenotypes for knock-out mutant strains. Probabilistic
integrative modeling (PROM) uses gene expression data across a wide variety of environmental conditions to quantify the link
between the transcriptional-regulatory network and the stoichiometric metabolite-reaction matrix. In other words, PROM modulates
the reaction fluxes by looking at the likelihood a given reaction is active given the current state of gene expression. This method
has been shown to accurately predict growth phenotypes in knock-out strains of E. coli and M. tuberculosis. Unfortunately,
PROM does not consider the current environmental cues. It considers a multitude of prior environmental cues through the gene expression
data. As such, it is really only useful for predicting fluxes in knock-out strains. Despite this limitation, it is still a great
starting point for building a dynamic model as it considers both the transcriptional-regulatory network and a constraint-based
stoichiometric model. It does not rely on the sparse kinetic parameters used in ODE models.
This is a work in progress. For now here is a chart showing the status of the involved steps:
- N. E. Lewis, H. Nagarajan, and B. O. Palsson, “Constraining the metabolic genotype–phenotype relationship using a phylogeny of in silico methods,” Nature Reviews Microbiology, vol. 10, no. 4, pp. 291–305, Apr. 2012.
- S. Chandrasekaran and N. D. Price, “Probabilistic integrative modeling of genome-scale metabolic and regulatory networks in Escherichia coli and Mycobacterium tuberculosis,” PNAS, vol. 107, no. 41, pp. 17845–17850, Oct. 2010.
- J. Min Lee, E. P. Gianchandani, J. A. Eddy, and J. A. Papin, “Dynamic Analysis of Integrated Signaling, Metabolic, and Regulatory Networks,” PLoS Comput Biol, vol. 4, no. 5, p. e1000086, May 2008.