Table 1.
Summary of the principles of microbiome engineering derived from studies of synthetic consortia.
Consortium composition | Ecological factor | Proposed principle | Possible application | References |
---|---|---|---|---|
Natural strains | Pairwise coexistence | In a multispecies community, species that all coexist with each other in pairs will survive, whereas species that are excluded by any of the surviving species will become extinct | Maintain strain coexistence | [32] |
Engineered strains | Growth rate | Controlling the growth of different members could maintain their coexistence and stabilize the community | [33, 34, 35] | |
Engineered strains | Cooperative interdependence | Cooperative interdependence contributes to the maintenance of the long‐term coexistence of multiple species | [36] | |
Natural strains | Temperature | Higher temperatures favor slower‐growing bacterial species in multispecies communities | Control the environmental factors | [37] |
Natural strains | Nutrient availability | High nutrient concentrations often cause more negative than positive interactions between species, which exclude more species from the community, resulting in a loss of biodiversity | [38] | |
Natural strains | Nutrient complexity | The assembly of microbial communities in the presence of multiple nutrients is consistent with the behavior of consumer‐resource models | [39] | |
Natural strains | pH | Description of a set of interactions can be simplified using one simple environmental parameter, pH | [40] | |
Natural strains | Stochastic process | A rare successful colonist in the gut dominates the individual community and resists invasion by new colonists | Control the stochastic factors | [41, 42, 43] |
Model derived | Pairwise interactions | Positive interactions enhance the diversity and productivity of the community but decrease its stability | Design interactions within the engineered microbiome | [44, 45, 46] |
Engineered strains | Pairwise interactions | The dynamics of communities could be predicted using Lotka–Volterra pairwise Model parameterized by two‐strain coculture experiments | Develop quantitative modeling | [47, 48] |
Engineered strains | Cooperative interdependence | Cooperative interdependence shapes intermixing the spatial pattern of the community, which helps to prevent cheaters from invasion | Design the spatial structure of the engineered microbiome | [49, 50] |
Natural strains/Engineered strains | Cell–cell distance | Maintaining a suitable distance among the interacting strains could benefit community performance | [51, 52] | |
Engineered strains | Metabolic burden | Metabolic division of labor (MDOL) reduces the metabolic burden, giving higher metabolic efficiency | (1) Judge whether an MDOL strategy should be adopted. (2) Engineer a stable MDOL community with a defined structure | [8, 53] |
Model derived | Metabolic burden; transfer efficiency | An MDOL community outperforms a single population only when the benefit derived from reduced metabolic burden overcomes the inefficiency of intermediate transport | [54] | |
Engineered strains | Parameters involved in a metabolic pathway | To maintain the stability of an MDOL community, the populations responsible for the initial steps in a linear metabolic pathway should hold a growth advantage (m) over the “private benefit” (n) of the population responsible for the last step. The steady‐state frequency of the last population is then determined by the quotient of n and m | [33] | |
Engineered strains | Substrate concentration and toxicity | The proportion of the population executing the first metabolic step in an MDOL community can be estimated by Monod‐like formulas governed by substrate concentration and toxicity | [55] |