What Happens If You Fall into a Black Hole? A Step-by-Step Journey Past the Event Horizon
A black hole is a place where gravity is so strong that, past a certain distance, nothing can get back out, not even light. That boundary is the event horizon. So what would actually happen to you if you fell in?
The surprising answer: it depends almost entirely on how big the black hole is. Near a small one you would be torn apart long before you got close. Near a giant one you could drift across the point of no return without feeling anything at all. Let's follow the fall step by step, using real black holes and real numbers.
Three real black holes to fall into
- Gaia BH1: about 9.6 times the mass of the Sun and about 1,560 light-years away, the nearest black hole known (El-Badry et al. 2023). Its event horizon has a radius of only about 28 km: you could drive across it in half an hour.
- Sagittarius A* (Sgr A*): the supermassive black hole at the centre of our Milky Way, about 4.3 million solar masses and about 27,000 light-years away. Its horizon radius is about 12.7 million km, some 18 times the radius of the Sun. The Event Horizon Telescope published the first image of it in 2022.
- M87*: the giant at the heart of galaxy M87, about 6.5 billion solar masses, the first black hole ever imaged (2019). Its horizon radius is about 128 times the Earth–Sun distance, roughly three times as far out as Pluto's orbit.
The horizon radius grows in direct proportion to mass: about 2.95 km for every solar mass (the Schwarzschild radius, 2GM/c²).
Step 1: the approach, and the sky starts to bend
Long before anything happens to your body, you would notice the view. A black hole bends light around itself, so the stars behind it are smeared into arcs and rings. The dark disc you see, the black hole's shadow, is about 2.6 times wider than the horizon itself, because light that passes too close is captured. This is exactly the dark centre inside the glowing ring in the Event Horizon Telescope images.
As you fall, the shadow grows larger and larger in your view, and the distorted image of the rest of the sky is squeezed into a smaller part of it.
Step 2: tides, and the problem with small black holes
What kills you is not gravity itself but the difference in gravity across your body. Your feet, closer to the black hole, are pulled harder than your head. This stretching is called spaghettification.
Near a small black hole the effect is brutal. For a 10-solar-mass black hole like Gaia BH1, the stretch across a 2-metre person reaches about 100 g at roughly 1,700 km from the centre, far outside the horizon, and grows to around 20 million g at the horizon. You would be pulled apart into a stream of atoms well before crossing.
Near a supermassive black hole the tides are gentle, because the horizon is so far from the centre. At the horizon of Sgr A*, the stretch across your body is about one ten-thousandth of a g: far less than you feel in a lift. At M87* it is smaller still.
Step 3: crossing the event horizon
Here is the strangest part. If you fall into Sgr A*, nothing special happens at the horizon. There is no wall, no flash, no sign. Your watch keeps ticking normally and you feel nothing unusual. The horizon is not a thing; it is simply the place where every path outward has turned inward.
A friend watching from far away sees a completely different story. Your signals arrive slower and slower, and redder and fainter, as you approach the horizon. They never see you actually cross: you seem to freeze and fade into the darkness. Both views are correct. That is general relativity.
Step 4: the last seconds
Once inside, the future points toward the centre, the singularity, as surely as tomorrow follows today. Firing rockets cannot help; it only gets you there sooner.
How long do you have? Falling in from far away, the time on your own watch between crossing the horizon and reaching the centre is:
- about 66 millionths of a second for a 10-solar-mass black hole,
- about 28 seconds for Sagittarius A*,
- about 12 hours for M87*.
Near the end, tidal forces grow without limit even in a giant black hole, and spaghettification finally catches up with you. What happens at the singularity itself is unknown: it marks where our current theories stop working.
So, small or big?
If you ever have to choose, choose big. A small black hole tears you apart outside the horizon. A supermassive one lets you cross the point of no return intact, look around for half a minute, and see a view no one has ever seen.
You can try both right now in the Fall into a Black Hole simulator, which computes the light paths and your clock in real time for Sgr A*, M87* and Gaia BH1.
Frequently asked questions
Would you survive falling into a black hole? Not for long. Near a small black hole, tidal forces would pull you apart before you reached the event horizon. Near a supermassive one like Sagittarius A*, you could cross the horizon unharmed, but nothing can then stop you reaching the singularity, about half a minute later.
What is spaghettification? The stretching of an object by tidal forces: gravity pulls harder on the part of you that is closer to the black hole than on the part farther away, so you are stretched along the line of fall and squeezed from the sides.
Can anything escape once it crosses the event horizon? No. Inside the horizon every possible path, even one taken by light, leads inward. That is what defines the horizon.
How long does it take to reach the singularity? It depends on the black hole's mass. Falling in from far away, about 28 seconds of your own time pass between the horizon and the singularity of Sagittarius A*. For a black hole of 10 solar masses it is about 66 millionths of a second; for M87*, about 12 hours.
Explore it yourself: Fall into a black hole · The sound of gravitational waves · How big are the stars? · Exoplanets and the Milky Way in 3D
Sources
- Event Horizon Telescope Collaboration (2022), First Sagittarius A* Event Horizon Telescope Results. I, ApJL 930, L12: image of Sgr A*, mass about 4 million Suns. doi:10.3847/2041-8213/ac6674
- GRAVITY Collaboration (2019), A geometric distance measurement to the Galactic center black hole with 0.3% uncertainty, A&A 625, L10: mass 4.15 million Suns, distance 8.18 kpc (about 26,700 light-years); later work gives about 4.3 million. doi:10.1051/0004-6361/201935656
- Event Horizon Telescope Collaboration (2019), First M87 Event Horizon Telescope Results. I, ApJL 875, L1: mass 6.5 billion Suns. doi:10.3847/2041-8213/ab0ec7
- El-Badry et al. (2023), A Sun-like star orbiting a black hole, MNRAS 518, 1057: Gaia BH1, 9.6 solar masses, 480 pc. doi:10.1093/mnras/stac3140
- NASA Science, Black Holes. https://science.nasa.gov/universe/black-holes/
Derived figures are textbook Schwarzschild results: horizon radius 2GM/c² (2.95 km per solar mass); tidal stretch across a body of length L, 2GML/r³; time from horizon to centre for a fall from far away, (4/3)·GM/c³; shadow radius √27·GM/c², about 2.6 horizon radii. Rotation changes these slightly.