Quantum Simulator Discovers Plasma Memory ✎ express

Original: "Observation of ballistic plasma and memory in high-energy gauge theory dynamics"
arXiv:2510.11679 · 2025-10-13 · arXiv non-exclusive · independent analysis · 1 min
In a quantum simulator, particles flew apart like an explosion but retained memory of the initial charge clumps.

📄 Showing the "Simple" version — "Popular" is not ready yet. Add it to favorites to help prioritize it.

Physicists used a quantum simulator — a device that mimics the behavior of charged particles, to study their collisions at enormous energies. According to the Standard Model, the laws of the micro-world, the system should quickly transition to chaos, where disorder is maximal. But that's not what happened.

Particles flew apart like fragments of an explosion, retaining memory of the initial charge clumps. This plasma expanded in ordered streams, like people who, after an alarm, run not in panic but in groups, staying close to friends. Scientists called this ballistic plasma with long-term memory.

Similar plasma filled the Universe in the first moments after the Big Bang.

The clue came from the ideas of Schwinger and Wigner: the plasma oscillated — the electric field and particle current exchanged energy, like a pendulum. Using laser physics methods developed by Glauber, physicists saw these oscillations in the blurred picture of particle velocities and positions. It turned out that mysterious quantum scars are also such ordered plasma states. This experiment shows how precise simulations overturn notions of matter under extreme conditions.

Quark-gluon plasma is a state in which particles normally locked inside protons move freely; such plasma existed just after the Big Bang.

Scientists
Julian SchwingerGeorge GamowLeo EsakiSatyendra Nath BosePaul DiracEmilio Gino Segrè
Concepts
quantum simulation of physical systems kinetic simulation memory effect quantum dynamics memory plasma wave fireball particle creation quark gluon plasma machine learned interatomic potential gravity theories patterned fluid dynamics classical model hydrodynamics gaussian states gauge field thermal bath classical physics energy exchange game theory