| Literature DB >> 33143580 |
Aubrey A Mojesky1, Susanna K Remold1,2.
Abstract
Nearly all bacteria produce narrow-spectrum antibiotics called bacteriocins. Studies have shown that bacteriocins can mediate microbial interactions, but the mechanisms underlying patterns of inhibition are less well understood. We assembled a spatially structured collection of isolates of Pseudomonas aeruginosa from bathroom and kitchen sink drains in nine households. Growth inhibition of these P. aeruginosa by bacteriocins, known as pyocins in this species, was measured using pairwise inhibition assays. Carbon source usage of these isolates was measured, and genetic distance was estimated using multilocus sequencing. We found that as the distance between sites of isolation increased, there was a significantly higher probability of inhibition, and that pyocin inhibition and susceptibility vary greatly among isolates collected from different houses. We also detected support for other mechanisms influencing diversity: inhibition outcomes were influenced by the type of drain from which isolates were collected, and while we found no indication that carbon source utilization influences inhibition, inhibition was favoured at an intermediate genetic distance. Overall, these results suggest that the combined effects of dispersal limitation among sites and competitive exclusion within them maintain diversity in pyocin inhibition and susceptibility phenotypes, and that additional processes such as local adaptation and effects of phylogenetic distance could further contribute to spatial variability.Entities:
Keywords: Pseudomonas aeruginosa; bacteriocins; competition; genetic distance; metabolic dissimilarity
Mesh:
Substances:
Year: 2020 PMID: 33143580 PMCID: PMC7735282 DOI: 10.1098/rspb.2020.1706
Source DB: PubMed Journal: Proc Biol Sci ISSN: 0962-8452 Impact factor: 5.349
Figure 1.Pairwise inhibition assay outcomes. Light grey boxes with letters on both axes represent the nine houses from which bathroom and kitchen sink isolates were collected. Yellow and orange boxes represent isolates obtained from bathroom or kitchen sink drains, respectively. Pairwise interaction assay results were colour coded based on a call on the outcome of inhibition, which was made if two out of three interactions resulted in inhibition. White squares represent no self-inhibition. Dark blue squares represent inhibition among isolates collected from different houses. Dark green squares represent inhibition among isolates collected from the same house and dark grey squares represent no inhibition observed among isolates collected from the same drain. Cases of non-inhibition across houses are indicated in light blue and cases of non-inhibition between drains of the same house are indicated in light green. (Online version in colour.)
Figure 2.Predicted probability of inhibition when isolates are collected at different spatial scales. Least-squares means with 95% confidence intervals display the predicted probability of the producer isolate to inhibit the indicator isolate. Different letters indicate significant differences in means at α = 0.05 after correcting for multiple comparisons using the Tukey–Kramer adjustment. (Online version in colour.)
Mean percentage of inhibition across scale.
| scale | mean percentage of inhibition |
|---|---|
| within a drain | 0 |
| between drains | 23.50% |
| across houses | 34.90% |
Figure 3.Predicted probability of inhibition within isolates collected from different drain types. Predicted probabilities of inhibition are least-squares means with 95% confidence intervals. Different letters indicate significant differences in means at α = 0.05 after correcting for multiple comparisons using the Tukey–Kramer adjustment. (Online version in colour.)
Generalized linear mixed model testing the effect of metabolic dissimilarity and the square of metabolic dissimilarity as well as various random effects on the outcome of inhibition.
| effect | estimate | d.f. | test statistica |
|---|---|---|---|
| metabolic dissimilarity | 2.5926 | 2515 | 0.48 |
| metabolic dissimilarity2 | 2.6765 | 2515 | 0.1 |
| producer house | 0.224 | 0.76 | |
| indicator house | 0.9343 | 1.47 | |
| ordered combination of drain types | 0.03819 | 0.99 | |
| producer house × indicator house | 2.489 | 3.89*** |
aFixed effect is tested with an approximate F-test. Random effects are tested using Wald Z-tests.
***p < 0.001.
Generalized linear mixed model testing the effect of genetic distance and the square of genetic distance as well as various random effects on the outcome of inhibition.
| effect | estimate | d.f. | test statistica |
|---|---|---|---|
| genetic distance | 308.18 | 1871 | 17.84*** |
| genetic distance2 | −17 798 | 1871 | 11.97*** |
| producer house | 0.211 | . | |
| indicator house | 0.9595 | 1.4 | |
| ordered combination of drain types | 0.05152 | . | |
| producer house × indicator house | 2.2006 | 3.30*** |
aFixed effect is tested with an approximate F-test. Random effects are tested using Wald Z-tests.
***p < 0.001.
Figure 4.Predicted probability of inhibition with genetic distance. The line is plotted using estimates from the generalized linear mixed model run to examine the effect of genetic distance and the square of genetic distance on the outcome of inhibition. Points represent frequency of inhibition for each measure of genetic distance, calculated by averaging call on the outcome of inhibition among all interacting isolates of a particular genetic distance.