Blazars and gamma-ray bursts (GRBs), despite their different natures (active galactic nuclei versus explosions of massive stars or mergers of compact objects), share a universal spectral shape described by a log-parabola. A simple model with a single optically thin region and a decreasing magnetic field naturally reproduces this spectrum for blazars. This indicates that the spectral shape is set by the cooling of relativistic electrons in the fast-cooling regime. Previously, it was shown that similar physics with a decreasing field explains the puzzling low-energy spectral index of most GRBs. Therefore, it is cooling, not particle acceleration, that determines the observed radiation. This result challenges established ideas and may underlie the empirical universal connection between the jet energetics of blazars and GRBs, opening new directions in astrophysics.
Blazars are long-lasting beams from black holes at the centers of galaxies. Gamma-ray bursts are the briefest flashes from supernova explosions or neutron star mergers. The former act like eternal spotlights, the latter like camera flashes. Yet their light fades following the same law — the law of rapid cooling.
Inside the jets ejected by these objects, electrons whirl around. They are tied to the magnetic field: as the field weakens, the particles abruptly shed energy, emitting light. This is how the glow is produced. Its curve — how brightness is distributed across colors — is remarkably similar for both phenomena. It's like cooling metal: whether it's a massive ingot or a thin wire, heat escapes along the same trajectory, losing degrees ever more slowly.
The key discovery is that cooling turned out to be more important than acceleration. It is cooling that creates the universal shape of the spectrum — a smooth curve, like a sledding hill. And it's the same from micro to mega scales. Blazars and gamma-ray bursts, it turns out, aren't so different after all — they're just sources of the same law, of different calibers.
🎯 A typical gamma-ray burst releases as much energy in a few seconds as our Sun will emit over its entire 10-billion-year lifetime.