| Literature DB >> 34850676 |
Rosanna C T Wright1,2,3, Ville-Petri Friman2, Margaret C M Smith2, Michael A Brockhurst1.
Abstract
Phage therapy is a promising alternative to traditional antibiotics for treating bacterial infections. Such phage-based therapeutics typically contain multiple phages, but how the efficacy of phage combinations scales with phage richness, identity and functional traits is unclear. Here, we experimentally tested the efficacy of 827 unique phage combinations ranging in phage richness from one to 12 phages. The efficacy of phage combinations increased with phage richness. However, complementarity between functionally diverse phages allowed efficacy to be maximized at lower levels of phage richness in functionally diverse combinations. These findings suggest that phage functional diversity is the key property of effective phage combinations, enabling the design of simple but effective phage therapies that overcome the practical and regulatory hurdles that limit development of more diverse phage therapy cocktails.Entities:
Keywords: biodiversity–ecosystem functioning; functional diversity; phage therapy
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Substances:
Year: 2021 PMID: 34850676 PMCID: PMC8743627 DOI: 10.1099/mic.0.001110
Source DB: PubMed Journal: Microbiology (Reading) ISSN: 1350-0872 Impact factor: 2.777
Fig. 1.Saturating relationship between the efficacy and richness of phage combinations. The efficiency of phage combinations was measured as mean efficacy (±sd) of bacterial growth suppression in the presence of phage relative to phage-free growth; raw data in grey. The dotted line at 1 indicates complete suppression of bacterial growth by the phage community. An asymptotic exponential with the equation shown was fit to the data using a non-linear least squares model.
Fig. 2.Functional diversity increases the efficacy of phage combinations. Efficacy of phage combinations with low functional diversity (FD=1), where all phages target either LPS (a) or Type IV pilus (b), and phage combinations with high functional diversity (FD=2) which include phages targeting both the LPS and Type IV pilus (c). Efficacy is measured as suppression of bacterial growth by phages relative to phage-free populations; mean values (±sd) are shown in black, with raw data in grey to show the distribution of data points. The dotted line indicates the theoretical maximum reduction (i.e. no bacterial growth detected). Linear regression equations relate to the relationship between phage richness ( ) and efficacy ( ); note that for (c), an asymptotic exponential model (shown in grey) better explains this relationship (AIC linear model=205; AIC asymptotic model=(−)1190).
Fig. 3.Degree of transgressive overyielding is determined by phage functional diversity. Transgressive overyielding, D max, describes the efficacy of phage combinations relative to the best constituent phage as a monoculture. Phage combinations either target one receptor [FD=1; (a) LPS binding; (b) T4P binding] or include phages targeting LPS and targeting T4P [FD=2; (c) LPS +T4P binding]. Mean values (±sd) are shown in black, with raw data in grey to show the distribution of data points; regression lines were fit either as a linear model (a, b) or an exponential degradation model (c).