Etienne Jambon-Puillet

Did you know you can manipulate hundreds of microparticles using phototactic algae?
This is what we show in our last preprint, led by T. Laroussi and J. Bouvard: arxiv.org/abs/2509.08133
🧵👇

In the manuscript, we model these bioconvection rolls with simulations of phototactic advection-diffusion and demonstrate how to harness them for particle transport.

Depending on the particles’ density, they are either attracted to or repelled by the dense algae region, allowing various modes of micromanipulation.

But since these algae are slightly denser than water, concentrating them generates bioconvection rolls. These flows act on a much larger scale than individual algae and can thus efficiently transport large particles over millimetric distances!

Chlamydomonas reinhardtii is a phototactic alga. When exposed to a strong light stimulus, it swims away from it. This allows us to locally concentrate them with a light stimulus.

Did you know you can manipulate hundreds of microparticles using phototactic algae?
This is what we show in our last preprint, led by T. Laroussi and J. Bouvard: arxiv.org/abs/2509.08133
🧵👇

Our article on the junction of slender objects under tension has been published @pmmh-lab.bsky.social! We discuss a cool phenomenon found in numerous systems, from kirigamis, kuttsukigami from @abcroll.bsky.social, and inflatables to more traditional tearing/peeling
www.pnas.org/doi/10.1073/...

The 🪱 mania continues!
In our latest study, led by Rosa, we explored the locomotion and dynamics of living worms—acting as active polymers—navigating a porous environment made of 3D-printed pillar arrays. And we found something surprising...

Inspired by natural system, the non-linear properties of such `hairy channels' can be harnessed to build passive flow control systems such as relief valves, flow rectifiers, or more complex non-linear networks.

Coupling the two gives a reduced order fluid-structure interaction model that quantitatively reproduces the experiments. It also suggests that the system can be described by a single dimensionless parameter combining elastic, viscous and geometrical properties.

To rationalize it, I model the hair array as a deformable porous media whose size is dictated by the bending of individual hairs under fluid loading.

This yields a non-linear hydraulic resistance that I explore experimentally and theoretically for laminar flows.

When confined in a channel of size comparable to the hairs themselves and subject to a pressure driven flow, they strongly perturb the flow and if soft enough they bend and change the channel geometry significantly.

Many natural surfaces such as our skin, our tongue, or our blood vessels are covered with dense arrays of soft hair-like structures.

New preprint: arxiv.org/abs/2501.01875
"Dense array of elastic hairs obstructing a fluidic channel"
I guess it was time I post something here! Explanations below 🧵👇

Great initiative. Add me please :)