Boundary accumulations of active rods in microchannels with elliptical cross-section
Chase Brown, Mykhailo Potomkin, Shawn Ryan

TL;DR
This study investigates how active rods, representing motile microorganisms or bio-mimetic particles, tend to accumulate at high-curvature regions of elliptical microchannels, revealing the influence of wall shape, flow, and diffusion on their distribution.
Contribution
The paper introduces a computational model and simulations showing active rods preferentially accumulate at high-curvature wall regions in elliptical microchannels, with a simplified model explaining this behavior.
Findings
Active rods concentrate at high-curvature wall locations.
Distribution depends on background flow and orientation diffusion.
A mathematical model explains the high-curvature accumulation tendency.
Abstract
Many motile microorganisms and bio-mimetic micro-particles have been successfully modeled as active rods - elongated bodies capable of self-propulsion. A hallmark of active rod dynamics under confinement is their tendency to accumulate at the walls. Unlike passive particles, which typically sediment and cease their motion at the wall, accumulated active rods continue to move along the wall, reorient, and may even escape from it. The dynamics of active rods at the wall and those away from it result in complex and non-trivial distributions. In this work, we examine the effects of wall curvature on active rod distribution by studying elliptical perturbations of tube-like microchannels, that is, the cylindrical confinement with a circular cross-section, common in both nature and various applications. By developing a computational model for individual active rods and conducting Monte Carlo…
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Taxonomy
TopicsHeat Transfer and Optimization · Fluid Dynamics and Turbulent Flows · Nanofluid Flow and Heat Transfer
