Light Vortices Stir Up Turbulence express

Original: "Single-Shot Flow Spectroscopy of a Polariton Condensate: Kibble-Zurek and Kolmogorov-Like Scaling"
arXiv:2601.22719 · 2026-01-30 · CC BY 4.0 · 1 min
In a room-temperature liquid made of light, vortices spontaneously emerge, and their dance follows the law of turbulence.

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In a container the size of a coin, light behaves like water: it gathers into a single quantum fluid. When energy is added, whirlpools, quantum vortices, spin up on their own. Each vortex is like a tiny whirlpool that cannot simply disappear.

Physicists illuminated this fluid with a laser and took snapshots. It turned out that the vortices appear at random locations and spin in random directions, like ripples on a pond after tossing in a few pebbles. The number of vortices grows with the pump power, and this growth follows the same law as water freezing into an ice crust.

A quantum vortex is not just a whirlpool but a defect in order: at its center, the fluid ceases to be continuous, and this spot cannot be smoothed out.

When vortices become numerous, their collective motion changes. A map of fluid velocities shows that energy flows from large vortices to small ones following a strict power law. This is a classic signature of turbulence, observed for the first time in a quantum fluid of light at room temperature.

Now researchers have a way to track the birth and motion of each vortex individually. This will help understand how order turns into chaos in a wide range of systems — from superfluid helium to the early universe.

Original abstract

as written by the authors arXiv:2601.22719

Quantized vortices are fundamental topological excitations of quantum fluids. We report single-shot interferometric measurements of spontaneous vortex nucleation in a room-temperature organic exciton-polariton condensate. From hundreds of independent realizations we find random vortex-core positions and unbiased circulation, consistent with intrinsically stochastic, unpinned defect formation. The mean vortex number scales with pump power above threshold with an exponent consistent with Kibble-Zurek freeze-out in a driven-dissipative condensate. Using reconstructed phase maps we obtain single-shot flow fields, compute the incompressible component, and extract kinetic-energy spectra. Vortex-containing realizations develop a robust Kolmogorov-like segment with Einc(k) proportional to k^(-5/3) over a finite k range, indicating the onset of turbulent spectral scaling in a quantum fluid of light. These results establish single-shot access to phase and flow as a direct route to quantifying stochastic defect formation and emerging turbulence in polariton condensates.

A quantum vortex in a light fluid is invisible to the naked eye: it is smaller than a human hair's width, yet its rotation speed can reach billions of revolutions per second.

Scientists
George GamowLeo EsakiShuji NakamuraAlain AspectCharles TownesAlbert A. Michelson
Concepts
quantum vortices quantum vortex superfluid vortex flux quantization exciton condensate vorticity turbulence crystallization polarization degree kelvin single photon source condensate volume fraction polaron boltzmann constant kiloelectronvolt phase fluctuations von klitzing constant polariton circular polarization