Atoms That Sense Each Other at a Distance ✛

Original: "Bell inequality violation with momentum-entangled massive particles"
arXiv:2609.02009v1 · 2026-09-02 · CC BY 4.0 · 2 min
For the first time, scientists have shown that the bond between atoms persists in their motion, not just in their intrinsic properties.

Two dancers on the same stage mirror each other's moves even when a curtain separates them. In the quantum world, such pairs are called entangled. Until now, scientists had tested this link only for intrinsic properties of particles, such as spin, but not for their motion. Yet it is motion that determines how matter travels through space and interacts with gravity.

Australian physicists cooled a cloud of helium to an ultra-low temperature, where atoms behave like a single wave. Then a laser pulse split that wave, and when the parts collided, pairs of atoms were born, flying off in opposite directions. Their momenta turned out to be linked: knowing the direction of one atom allowed predicting the direction of the other.

To test the link, the researchers used a special optical lattice that controls atomic motion the way a system of mirrors controls a light beam. With it, they independently adjusted phases at two distant locations where the partners in each pair resided.

The atoms then passed through a device that brought their paths together, and a detector measured their momenta. The result showed that the correlation between the atoms is stronger than any classical explanation allows. This means the dancers truly sense each other across the void, and their motions are more strongly correlated than if they were following pre-set instructions.

The practical payoff is not yet clear, but this experiment paves the way for quantum sensors and for testing how quantum mechanics meshes with gravity. For now, two helium atoms, having flown apart, continue their silent dance, confirming that the quantum world recognizes no boundaries.

The detector was located 848 mm below the trap, and the atoms fell onto it for about 0.416 seconds, reaching a speed of roughly 65 mm/s at the moment of detection.

Concepts
bell inequality bell test Bell's theorem Heisenberg uncertainty principle quantum foundations quantum correlation nonlocality uncertainty principle First law of black hole mechanics Lorentz Invariance Violation CP violation Coulomb's law correlation lhcb measurement problem Birkhoff's theorem Yang-Mills equation measurement error time uncertainty area law