Turbulence That Doesn't Get in the Way of Order ✎ express

Original: "Flocking and mesoscale turbulence in three-dimensional active fluids"
· Prasad Perlekar
arXiv:2601.17674 · 2026-01-25 · arXiv non-exclusive · independent analysis · 1 min
In an active fluid, strong motion gives rise to a flock that stays cohesive even amid vortices.

Bacteria in a drop of water jostle and swim: each on its own, but together they create patterns. With weak motion, the fluid churns like soup on a high flame: vortices collide, and the flow direction changes every second. This is called bacterial turbulence.

Toner and Tu, back in 1995, described how moving creatures can align into a collective flow, like a flock of birds.

But when particles start moving faster, the picture changes. A turbulent flock emerges: chaotic vortices don't disappear, but a global direction of motion appears on top of them. It's like a rush-hour crowd that simultaneously jostles with elbows and moves toward the exit.

The authors found a simple mathematical description that predicts this regime and explains why, as activity increases, the system transitions from complete chaos to order with vortices.

In real bacteria, turbulence arises already at concentrations of several billion cells per milliliter, and without any external stirring.

Scientists
Ludwig BoltzmannGeorge Gabriel Stokes
Concepts
microbial collective motion turbulence microorganism swimming dynamics turbulent mixing microbial community turbulent coagulation reynolds number superfluid vortices Fokker–Planck equation hopf bifurcation tropospheric biennial oscillation flow Poiseuille's equation computational fluid dynamics modular form fluctuation-dissipation theorem viscosity molecular interaction Navier-Stokes equations hydrodynamics