Record-Breaking Time Crystal: 17 Hours Without Stopping ✛ ✎ ✦

Original: "Observation of a Rydberg-atom time crystal with an ultralong lifetime"
arXiv:2607.09247 · 2026-07-10 · arXiv non-exclusive · independent analysis · 1 min
Chinese physicists created a time crystal — a cloud of atoms that oscillated without damping for nearly a full day.

Chinese physicists created a time crystal — a cloud of cesium atoms that behaves like an ideal swing. One push — and they keep swinging for 17 hours non-stop, because all friction was eliminated by laser and radio frequency tuning.

The atoms were given a superposition — a mixture of two states at once — and irradiated with precisely tuned radio waves. Their synchronous oscillations were tracked via spectroscopy, and calculations predicted record-low energy losses.

For 16.95 hours, the atoms oscillated without stopping — a thousand times longer than all previous attempts.

This stability is useful for quantum sensors: they will be able to detect ultra-weak fields. Inside, the entropy (disorder) barely grows, and the system remains ordered as if defying the laws of thermodynamics. This was achieved through quantum optics methods. Even Boltzmann, the father of thermal chaos theory, would not have expected this: his rule of striving for equilibrium fails here.

In 17 hours, the atoms performed about a billion complete oscillation cycles. If each cycle were one step, you could walk the distance from Earth to the Moon and back.

\frac{d\rho}{dt} = -\frac{i}{\hbar}[H,\rho] + \sum_k \left( L_k \rho L_k^\dagger - \frac{1}{2}\{L_k^\dagger L_k,\rho\} \right)
The master equation for calculating the density matrix evolution in a dissipative regime; used to model the system.
\text{MSD}(\tau) = \langle [\psi(t+\tau) - \psi(t)]^2 \rangle \propto \tau^\beta, \quad \beta \approx 1.89
A measure of phase instability; a β>1 indicates superdiffusive wandering.
Scientists
William Lawrence BraggCharles BennettRolf LandauerSeth LloydStephen HawkingJacob Bekenstein
Concepts
discrete time crystal rydberg atom systems time crystals lifetime charge cycle rydberg atom atomic clock crystal qubit lifetime carbon cycle half life chaotic attractor unit cell quantum clock transition temperature Liouville's theorem critical current lattice spacing second carbon nanotube