2021
DOI: 10.1098/rsif.2021.0546
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Impact of rheological properties on bacterial streamer formation

Abstract: Bacterial biofilms, which can be found wherever there is water and a substrate, can cause chronic infections and clogging of industrial flow systems. Despite intensive investigation of the dynamics and rheological properties of biofilms, the impact of their rheological properties on streamer growth remains unknown. We numerically simulated biofilm growth in a pillar-flow and investigated the effects of rheological properties of a filamentous flow-shaped biofilm, called a ‘streamer’, on its formation by varying… Show more

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Cited by 4 publications
(2 citation statements)
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References 37 publications
(110 reference statements)
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“…The rheological properties of the biofilm depend on the composition of the extracellular polymeric substances, which, in turn, can vary greatly depending on the microorganisms present, the nutrient availability, and the environmental conditions ( 52 ). The interplay between biofilm rheology and local flow conditions determines biofilm morphology, as recently demonstrated ( 53 ). In particular, our results show that the biofilm’s viscoplastic behavior drives its capability of clogging and forming PFPs in a porous medium, as the rheological descriptors of the biofilm were critical parameters of the mathematical model we developed.…”
Section: Discussionmentioning
confidence: 67%
“…The rheological properties of the biofilm depend on the composition of the extracellular polymeric substances, which, in turn, can vary greatly depending on the microorganisms present, the nutrient availability, and the environmental conditions ( 52 ). The interplay between biofilm rheology and local flow conditions determines biofilm morphology, as recently demonstrated ( 53 ). In particular, our results show that the biofilm’s viscoplastic behavior drives its capability of clogging and forming PFPs in a porous medium, as the rheological descriptors of the biofilm were critical parameters of the mathematical model we developed.…”
Section: Discussionmentioning
confidence: 67%
“…(2.8) 2.5. Numerical methods The boundary integral equation is calculated by the boundary element method (Pozrikidis 1992), as in our previous paper (Kitamura, Omori & Ishikwa 2021). The spherical surface of each squirmer is discretised by 1280 triangles, and the integration on each triangle is performed by Gaussian quadrature with six Gaussian nodes.…”
Section: Flow-induced Diffusivitymentioning
confidence: 99%