Gyrotactic swimmer dispersion in pipe flow: testing the theory
O. A. Croze, R. N. Bearon, M. A. Bees

TL;DR
This study combines theoretical modeling, numerical simulations, and preliminary experiments to investigate how gyrotactic microalgae disperse in pipe flow, revealing distinct behaviors from passive particles and implications for bioreactor design.
Contribution
The paper introduces new solutions to axial dispersion theory for gyrotactic swimmers, incorporating buoyancy and nonlinear shear responses, and presents a novel experimental method for measuring their dispersion.
Findings
Predicted nonzero drift of gyrotactic swimmers in flow.
Validated theoretical predictions with preliminary experimental data.
Identified non-monotonic effective diffusivity with Péclet number.
Abstract
Suspensions of microswimmers are a rich source of fascinating new fluid mechanics. Recently we predicted the active pipe flow dispersion of gyrotactic microalgae, whose orientation is biased by gravity and flow shear. Analytical theory predicts that these active swimmers disperse in a markedly distinct manner from passive tracers (Taylor dispersion). Dispersing swimmers display nonzero drift and effective diffusivity that is non-monotonic with Pclet number. Such predictions agree with numerical simulations, but hitherto have not been tested experimentally. Here, to facilitate comparison, we obtain new solutions of the axial dispersion theory accounting both for swimmer negative buoyancy and a local nonlinear response of swimmers to shear, provided by two alternative microscopic stochastic descriptions. We obtain new predictions for suspensions of the model swimming alga $\it…
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