The Fastest Black Holes Are Indistinguishable from One Another ✎ express

Original: "Observational Properties of Near-Maximally Spinning Supermassive Black Holes"
arXiv:2603.02520 · 2026-03-03 · arXiv non-exclusive · independent analysis · 1 min
Simulations show: at near-maximum spin, images of black holes become identical.

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Black holes are cosmic spinning tops. Their spin warps spacetime (as predicted by Einstein) and is described by a spin parameter from 0 to 1. The limit 1 is unattainable: infalling matter acts like a brake. Back in 1916, Schwarzschild found a solution for a non-rotating hole, and later Kerr — for a rotating one.

Comparing two nearly maximal spin models (0.9375 and 0.998), scientists saw that their photometric images and the behavior of the hot disk are indistinguishable. The photon ring — the boundary where light goes in circles — ceases to change at such speeds. Even the Event Horizon Telescope can't spot the difference.

Surprise: the photon ring's thickness is ten thousand times smaller than the black hole itself. If the hole were as big as Earth, the ring would be as thin as a hair. Only a future space telescope aimed at measuring this boundary will be able to discern the differences.

The fastest known black hole spins at 0.99 of the limit — spun up by an infalling disk, like a whip spins a top.

In the film Interstellar, light is realistically shown bending around the rapidly spinning black hole Gargantua.

Scientists
John Archibald WheelerJacob BekensteinStephen HawkingFritz ZwickyKarl SchwarzschildSubrahmanyan Chandrasekhar
Concepts
spin parameter black hole spin kerr black hole kerr metric schwarzschild radius no-hair theorem event horizon stability Hawking area theorem hawking area law event horizon extreme mass ratio inspiral Bekenstein-Hawking entropy accretion disk wind innermost stable circular orbit gravitational radius schwarzschild metric hills mechanism Accretion disk orbital eccentricity logarithmic correction