Abstract
Helicobacter pylori swims through mucus gel by generating ammonia that locally neutralizes the acidic gastric environment, turning nearby gel into a fluid pocket. The size of the fluid zone is important for determining the physics of the motility: in a large zone swimming occurs as in a fluid through hydrodynamic principles, while in a very small zone the motility could be strongly influenced by nonhydrodynamic cell-mucus interactions including chemistry and adhesion. Here, we calculate the size of the fluid pocket. We model how swimming depends on the de-gelation range using a Taylor sheet swimming through a layer of Newtonian fluid bounded by a Brinkman fluid. Then, we model how the de-gelation range depends on the swimming speed by considering the advection-diffusion of ammonia exuded from a translating sphere. Self-consistency between both models determines the values of the swimming speed and the de-gelation range. We find that H. pylori swims through mucus as if unconfined, in a large pocket of Newtonian fluid.
- Received 8 January 2016
DOI:https://doi.org/10.1103/PhysRevLett.116.198101
© 2016 American Physical Society
Physics Subject Headings (PhySH)
Synopsis
Bacteria Create Own Swim Lane
Published 10 May 2016
Researchers calculate the size of a low-resistance buffer zone created by microbial organisms as they swim through the mucus lining of the stomach.
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