Production |
Maximizing ethanol production |
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|
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[118], [185], [186]
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Maximizing flavonoids production |
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E. coli strains (flavonoid pathway fragmented in 2 strains) |
-
-
Using a scaled-Gaussian model: carbon source ratio of 0:1 (glucose:glycerol), strains ratio of 7:3 (upstream:downstream)
-
-
Production of flavonoids to 40.7 ± 0.1 mg/L, i.e. a 970-fold improvement
-
-
Also in vivo experiments to validate the results
|
[119] |
2 maximization goals:
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|
- D. vulgaris - M. maripaludis - M. barkeri
|
-
-
Predicted (max. methane, ATP and biomass yield) and some in vivo data (biomass yield and ATP maintenance)
-
-
Low biomass yield per strain, vs community goal
-
-
2 first strains consortium: 0.45 mol. methane/mol. ethanol
-
-
In vivo validation with literature data from [187]
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[131] |
Maximizing yield |
|
-
-
E. coli: -glucose specialist CV103-‘respirer’
-
-
acetate specialist CV101-‘fermenter’
-
-
glycerol specialist CV116
|
-
-
In vivo data from [170]. Originally growing in tryptone
-
-
3 mutants after evolution in-vivo, with different GRs
-
-
Glucose limited conditions (LTEE)
-
-
Chemostat model of competition for a simple sugar
-
-
In silico model predictions for different glucose concentrations
-
-
>0.0033% of acetate specialist to allow a viable consortium
-
-
Strain rations: CV101:CV103:CV116 ~= 0.10:0.65:0.025
-
-
CV103 best takes up the limiting resource glucose, but excretes acetate and glycerol (and/or a closely-related compound, glycerol 3-phosphate)
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[120], [188]
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Maximizing (together):
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-
-
strains ratio
-
-
substrate uptakes
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- D. vulgaris - M. maripaludis
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-
-
In vivo data from [75]
-
-
In silico model with OptCom
-
-
Strain ratio: 2:1 in vivo and 2.28:1 in silico lactate uptake = 48 µM/h
-
-
formate and hydrogen accumulation = 0
-
-
Additional in silico predictions: concentration of acetate, methane, CO2 and total biomass
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OptCom [80]
|
Maximizing (together):
|
-
-
strains ratio
-
-
O2/CO2 ratio
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|
-
-
In vivo data from [67].
-
-
In silico model with OptCom
-
-
Fluxes ratio O2/CO2 reactions: 0.03–0.07
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-
Strain ratio: 1:6:1 experimentally, and from 1:5:1 to 3:5:1 with metagenomics data
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-
SYN/FAP strain ratio: 1.5–3.5 in vivo and from 7.94 (with O2/CO2 = 0.07) to 20.26 (0.03) in silico
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OptCom [80]
|
Maximizing (together):
|
-
-
strains ratio
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-
substrate uptakes
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-
-
C. cellulolyticum
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-
D. vulgaris
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G. sulfurreducens
|
-
-
In vivo data from [161].
-
-
In silico model with OptCom
-
-
Biomasses: 0.8:0.1:0.13 in vivo and 0.036:0.0045:0.0059 in silico
-
-
acetate: 2.7 in vivo and 2.48 in silico
- CO2: 3.3 in vivo and 3.2 in silico
- Several metabolite fluxes details in Fig.5
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OptCom [80]
|
Maximizing uranium reduction |
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|
-
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In vivo data from [180].
-
-
In silico model with OptCom
-
-
Carbon source: lactate = 5 mM
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-
In ammonium excess condition ([NH4] = 400 μM)
-
-
Decrease in the biomass of the uranium-reducing species (SO, GS):
-
-
Strain ratio max.community biomass: 0.056:0.051:0.055
-
-
Strain ratio max.uranium reduction: 0.039:0.041:0.056
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-
Acetate (GS/RF): 14.9/1.49 when max.uranium reduction
-
-
Fe(III) (SO/GS/RF): 28.3/110/2.06 when max.uranium reduction
-
-
Alternative optimization objective in the manuscript
|
OptCom [81]
|
2 cases of study:
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Interventions in medium composition or biomass of strains |
-
-
F. prausnitzii and B. adolescentis
P. aurescens, H. stevensii, Halobacillus sp.
|
-
-
In silico model combining GEMs with a Markov Decision Process
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Predict how to modify the community over time to reach a state of maximum performance
-
-
Intervention for max. butyrate: inulin increase
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-
Intervention for max. atrazine degradation: depending on the microbiome state, increase of the biomass of H.stevensii is often
|
MDPbiomeGEM [96]
|
|
Pathway distribution |
Optimizing metabolite secretion Secondary goal: medium composition |
-
-
medium composition
-
-
2 selected strains
-
−
secreted metabolite
|
122 strains (6 from [77]) and 116 from [76] combined in > 6500 different consortia of 2 members |
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-
In silico framework to design synthetic communities, evaluating which new metabolites could be secreted
-
-
secreted emergent metabolites (highlighting the most common ones), with their associated two-strain consortium and medium composition
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-
E. coli/B. subtilis emergent secretion of both succinate and urea (see Figure S4 and F6 from the original study for more pairs and metabolites)
|
[189] |
Maximizing growth or compound yield |
Allocated reactions per strain |
2 generic bacteria with reduced central carbon metabolism |
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-
In silico model following a MILP optimization approach (higher computational cost than LP (FBA)), with a Static/Multi-part method
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-
Given metabolic reactions to distribute
-
-
Strains can only survive through cross-feeding
|
[122] |
Minimizing number of species |
Selected species to combine in the community |
Human gut microbiome |
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-
In silico model with CoMiDA
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-
Graph-based approach (not GEM) combined with Integer Linear Programming (ILP)
-
-
Given selected substrates and products, and a set of available species
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-
Identify putative metabolic pathways from substrates to product
-
-
Glycolysis pathway, glucose → pyruvate, 284 species: minimal solution with one species was found. Also, they forced for multi-species solution
-
-
With 10,000 random pairs of substrate-product metabolites, 1–3 species are selected among 2051 species
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CoMiDA [121]
|
2 cases of study:
-
-
maximizing antibiotics production,
-
-
maximizing 1,3-propanediol and methane yield
-
-
Secondary goal: production
|
All reactions to include and their distribution among strains |
- Streptomyces cattleya and M. barkeri (selected from 4 strains) - K. pneumoniae and M. mazei
|
-
-
In silico model with MultiPlus, following static/Unified approach
-
-
De novo synthesis of bioactive metabolites
-
-
Results:
-
-
Case study 1 (antibiotics): 4 solutions with 528 reactions (2 transports, 3 insertions, and 28 endogenous reactions)
-
-
Case study 2 (industrial): 6 solutions with 110 reactions (1 transition and 10 endogenous reactions)
|
MultiPlus [124]
|
Optimizing metabolic exchange rates |
|
-
-
C. acetobutylicum
-
-
Wolinella succinogenes
|
-
-
In silico model with DMMM, following a dynamic approach
-
-
Model parameters adjusted to in vivo data (kinetic ones, biomass, carbon and nitrogen sources ratio)
-
-
Anaerobic species with hydrogen and nitrogen cross-feeding
-
-
Co-cultures with uni- and multidirectional metabolic interactions
-
-
The metabolic models can simulate their experimental data, in 4 different cultivation conditions (with/out NH4 and/or NO3), with distinct metabolic capabilities
|
[190] |
Surviving under constraints |
Cross-feeding partnerships and division of labor |
E. coli (2–3 strains) |
-
-
In silico model with DOLMN, following a MILP optimization approach, with a Static/Multi-part method
-
-
Results:
-
-
core: 91 combinations of 2 strains. Split the TCA cycle into two halves
-
-
full with reduced functionalities: 2207 combinations for 2 strains, and 2402 for 3 strains. At least 215 and 203 internal reactions to grow, respectively for 2 and 3 strain consortia. Loss one reaction is not compensated with adding one metabolite in the medium (nonlinear boundary)
|
DOLMN [125]
|
Maximizing ethanol yield |
KO in strains |
S. cerevisiae E. coli
|
-
-
In silico model with BioLEGO 2. Based on Microsoft Azure Cloud.
-
-
Analysis of two-step fermentation pathway of Ulva sp. biomass into ethanol with KOs in each strain from the consortium
-
-
6,649,115 possible single KO analysed scenarios
-
-
Ethanol yield increased at 170% of WT (for 867 KO candidate pairs)
|
BioLEGO 2 [126]
|
|
Stability |
Maximizing (together):
|
strains ratio |
Auxotrophic E. coli pairs: (argH-lysA) (lysA, trpC) (metA, ilvE) |
argH-lysA: 0.8:0.2 in vivo and 0.97:0.03 in silicolysA-trpC: 0.9:0.1 in vivo and 0.98:0.02 in silicometA-ilvE: 0.15:0.85 in vivo and 0.15:0.85 in silico
|
dOptCom [81]
|
GR in auxotroph evolution |
strains ratio |
E. coli lysine and leucine KOs long-term |
-
-
In vivo data to constrains the model
-
-
Glucose minimal medium, with uptake rate 10 mmol/gDW/hour
-
-
Increased GR by 3 folds, while decreased growth in mono-culture
-
-
Strain ratio depending on the aa uptake rate
|
[156] |
Common growth Secondary goal: spatial distribution |
-
-
strains ratio
-
-
cross-feeding rate
-
-
spatial distribution
|
|
-
-
In vivo data from [191] and itself
-
-
In silico model with COMETS
Strain ratios: E. coli:S. enterica = 75–80:25–20%
-
-
Spatial distribution: presence of a strain competitor between cross-feeding species reduces the growth of those strains
|
COMETS [89]
|
GR with optimum distribution of resources |
|
E. rectale or F. prausnitzii, B. thetaiotaomicron, B. adolescentis and R. bromii |
-
-
In vivo data to constrains the model
-
-
In silico model with CASINO
-
-
Quantifying diet-induced metabolic changes of the human gut microbiome, using metabolomics data
|
CASINO [101]
|
Common growth |
-
-
strains ratio
-
-
community GR
|
|
-
-
In silico model with SteadyCom
-
-
4 E. coli case of study:
-
-
GR: 0.736 gDWh−1
-
-
Strains ratio: Ec1-Ec2 = 50%, Ec3-Ec4 = 50%. Direct competition Ec1-Ec4 and Ec2-Ec3
-
-
Gut microbiome case of study: values depending on fibre uptake from B. thetaiotaomicron:
-
-
GR: ~0.06–0.08 gDWh−1, variable depending on fibre uptake
|
SteadyCom [83]
|
|
Medium composition |
Minimizing the cost of metabolic cooperation |
Combination of nutrients allowing synergistic growth |
E. coli arginine and leucine KOs |
-
-
In silico model following a static/Multi-part approach
-
-
Selected nutrients: supplementation of nucleotide precursors (maltose, xanthine and inosine) to the medium
-
-
In vivo experimental validation: the predicted medium allows growth
|
[127] |
|
Spatial organization |
Spatial Partitioning |
-
-
-spatial distribution
-
-
biofilm thickness
-
-
growth with by-products
|
P. aeruginosa S. aureus (chronic wound biofilm) |
-
-
In silico dynamic model combining GEM with partial differential equations
-
-
Results:
-
-
Tendency of the two bacteria to spatially partition, as observed experimentally. Nutrient gradients influence (oxygen-top-aerobic, glucose-bottom-anaerobic)
-
-
Different biofilm thickness than isolated
|
[129] |
Spatial Partitioning |
|
2 case of study (reduced models):
-
-
E. coli, S. enterica
-
-
P. putida, P. stutzeri
|
|
IndiMeSH [128]
|
|
Flexible |
Optimizing PHA accumulated Secondary goal: production |
-
-
initial biomasses
-
-
NH4 concentration
-
-
sucrose secretion rate
|
- S. elongatus - P. putida
|
-
-
In silico model with FLYCOP
-
-
biomasses: 2, 0.2 gr/L
-
-
NH4: 0.5 mM
-
-
sucrose secretion rate: 40%
-
-
PHA production: 22.43 mM/100 h
|
FLYCOP [59]
|
Stability maximization (common growth) |
|
4 E. coli auxotrophic for amino acids |
-
-
In silico model with FLYCOP
-
-
strains ratio: Ec1 = 35%, Ec2 = 10%, Ec3 = 15%, Ec4 = 40%
-
-
aa secretion rate (in terms of %GR): Arg = 1.5, Lys = 2, Met = 1.6, Phe = 1
|
FLYCOP [59]
|
Several optimization goals: maximizing yield or biomass or GR, and minimizing time |
Uptake rates per strain (glucose, acetate, oxygen) |
2 E. coli polymorphism:
-
-
glucose specialist
-
-
acetate specialist
|
-
-
In silico model with FLYCOP
-
-
In vivo data from Lenski’s experiment (LTEE)
-
-
Different configurations are predicted depending on the optimization goal. A polymorphism with 2 strains growing is the best configuration under limited oxygen conditions; else only one strain growing
|
FLYCOP [59]
|