Why the Crab Nebula Is Expanding: A Proton Trail in Gamma-Ray Light ✛ ✎

Original: "Energy-dependent extension of the Crab Nebula as a diagnostic of ultrahigh-energy hadronic emission"
arXiv:2608.25497v1 · 2026-08-26 · arXiv non-exclusive · independent analysis · 1 min
Light from a stellar explosion's remnant at the highest energies comes not from electrons but from protons, and the nebula's size reveals it.

Imagine a crowd in a square. First, children run through it, light and nimble, slipping between people without pushing them. That's how electrons behave in the Crab Nebula. But when adults run through the same square, heavy as they are, they have to shove people aside, and the crowd spreads out. Protons are those adults.

In the nebula left after the star explosion, electrons and protons are accelerated by the dead star at the center. Electrons emit light when they spiral in a magnetic field. Protons emit light differently: crashing into gas, they produce particles that decay into gamma rays. These rays fly outward, and the nebula appears larger in their light.

At the highest energies, a quadrillion times more energetic than visible light, the nebula should be six times wider than if only electrons were shining.

Previously, scientists couldn't understand why the nebula at high energies looks larger than calculations predicted. Now, adding protons, they got both the right size and the right spectrum. This means that stellar explosions can accelerate not only light particles but also heavy ones, the ones that make up all the matter around us.

The Crab Nebula is the remnant of the supernova of 1054, which was observed by Chinese and Arab astronomers. Its pulsar rotates 30 times per second, and the energy stored in its magnetic field is comparable to the energy of the supernova explosion.

Scientists
James JeansEmile ClapeyronErnest RutherfordClaude-Louis NavierGeorge Gabriel StokesLeonhard Euler
Concepts
crab nebula pulsar wind pulsar wind nebula ultra high energy gamma ray kink wolf rayet star teraelectronvolt red dwarf habitability dispersion relation