Active remodeling rescues a microswimmer from geometric trapping
Abstract
Natural habitats confront microorganisms with heterogeneous, mechanically complex surroundings that shape how they move and explore. Most studies of motility in complex media treat the environment as either a homogeneous fluid or a rigid obstacle field. Here we instead study a medium that is simultaneously soft and reconfigurable --- deformable by the organism moving through it. We track the unicellular biflagellate microalga \emph{Chlamydomonas reinhardtii} swimming in a soft, disordered suspension of microgel particles comparable in size to the cell itself, across a range of gel packing fractions. With increasing packing fraction, trajectories change from long straight runs to short, frequently reorienting ones, and the effective translational diffusivity decreases monotonically. The bimodal run/tumble speed distribution, characteristic of the free-swimming gait, collapses toward a single mode as the packing fraction increases, by near-proportional slowing of both gait states rather than a redistribution of cells between them. Recasting trajectories as alternating hops and traps reveals the signature of a deformable medium: hop lengths halve as the gel densifies, approaching the microgel aggregate scale, while trapping times do not increase with increasing packing fraction. Independent force estimates place the cell's propulsive force close to an order of magnitude above that needed to deform a single grain, so remodeling is expected rather than merely observed. A minimal \emph{active remodeler} model --- an active Brownian particle among mobile, rigid obstacles --- shows that obstacle mobility alone is sufficient to relocate the onset of permanent trapping. Thus, our results establish obstacle mobility as a control parameter for motility in soft, disordered matter.
Related
- Geometric capture and escape of a microswimmer colliding with an obstacle
- Geodesic Trapping and Escape of Active Particles on Curved Surfaces
- Morphological instability and negative geometric friction from contact with active and driven particles
- Rheotaxis of a Microswimmer in Poiseuille Flow
- Dynamics of a two-dimensional microswimmer near a slippery boundary
BibTeX
@misc{bhatt2026active,
title = {{Active remodeling rescues a microswimmer from geometric trapping}},
author = {Ayushi Bhatt and Nico Schramma and Jasper van der Gucht and Uddalok Sen},
howpublished = {arXiv},
year = {2026},
month = oct,
doi = {10.48550/arxiv.2610.14805},
eprint = {2610.14805},
archivePrefix = {arXiv},
url = {https://arxiv.org/abs/2610.14805},
}
RIS
TY - UNPB
TI - Active remodeling rescues a microswimmer from geometric trapping
AU - Ayushi Bhatt
AU - Nico Schramma
AU - Jasper van der Gucht
AU - Uddalok Sen
PY - 2026
DA - 2026/10/10
PB - arXiv
DO - 10.48550/arxiv.2610.14805
UR - https://arxiv.org/abs/2610.14805
AB - Natural habitats confront microorganisms with heterogeneous, mechanically complex surroundings that shape how they move and explore. Most studies of motility in complex media treat the environment as either a homogeneous fluid or a rigid obstacle field. Here we instead study a medium that is simultaneously soft and reconfigurable --- deformable by the organism moving through it. We track the unicellular biflagellate microalga \emph{Chlamydomonas reinhardtii} swimming in a soft, disordered suspension of microgel particles comparable in size to the cell itself, across a range of gel packing fractions. With increasing packing fraction, trajectories change from long straight runs to short, frequently reorienting ones, and the effective translational diffusivity decreases monotonically. The bimodal run/tumble speed distribution, characteristic of the free-swimming gait, collapses toward a single mode as the packing fraction increases, by near-proportional slowing of both gait states rather than a redistribution of cells between them. Recasting trajectories as alternating hops and traps reveals the signature of a deformable medium: hop lengths halve as the gel densifies, approaching the microgel aggregate scale, while trapping times do not increase with increasing packing fraction. Independent force estimates place the cell's propulsive force close to an order of magnitude above that needed to deform a single grain, so remodeling is expected rather than merely observed. A minimal \emph{active remodeler} model --- an active Brownian particle among mobile, rigid obstacles --- shows that obstacle mobility alone is sufficient to relocate the onset of permanent trapping. Thus, our results establish obstacle mobility as a control parameter for motility in soft, disordered matter.
ER -