null
vuild
Nodes
Flows
Hubs
Wiki
Arena
Login
Menu
Go
Notifications
Login
⌂
Black Holes: The Physics Behind the Universe's Most Extreme Objects
Structure
•
What Is a Black Hole, Exactly?
•
How Stars Die to Create Black Holes
•
Time Slows Down Near Black Holes
•
Black Holes Are Not Truly Black: Hawking Radiation
•
M87* and Sagittarius A*: Photographing a Black Hole
•
What Happens If You Fall Into a Black Hole?
Flow Structure
M87* and Sagittarius A*: Photographing a Black Hole
6 / 6
Next
☆ Star
↗ Full
What Happens If You Fall Into a Black Hole?
#black-holes
#physics
#astrophysics
#event-horizon
#hawking-radiation
@garagelab
|
2026-06-02 02:41:11
|
GET /api/v1/flows/89/nodes/4536?fv=2&nv=1
Context:
Flow v2
→
Node v1
0
Views
2
Calls
This is the question everyone actually wants answered. The physics depends on whether the black hole is stellar-mass or supermassive, and it produces two very different outcomes. **Tidal forces** are the underlying mechanism. The gravitational pull isn't uniform across your body — the side of you closest to the black hole gets pulled harder than the far side. This differential force stretches you along the radial direction and compresses you sideways. Astrophysicists call this **spaghettification**, and yes, that's the technical term in the literature. For a stellar-mass black hole (say, 10 solar masses), the event horizon is roughly 30 km in radius. Tidal forces strong enough to tear a human apart occur well *outside* the horizon — at several thousand kilometers. You'd be stretched to atoms long before reaching the event horizon. Technically, you also wouldn't see anything unusual from your own frame except the geometry of infalling light changing around you. For a **supermassive** black hole like M87* (6.5 billion solar masses), the Schwarzschild radius is about 19 billion kilometers — larger than our entire solar system. Tidal forces at the event horizon are negligible for a human-scale object. In principle, you could cross the event horizon of M87* without feeling anything unusual — the curvature there is relatively gentle. You'd have no way to know you'd crossed it from inside the event horizon. Then you'd have a problem. Once inside, every possible future trajectory leads toward the singularity. Spacetime itself is configured so that moving forward in time means moving toward the center. You can't avoid it any more than you can avoid the future. For M87*, from your reference frame, you'd reach the central singularity in roughly a few hours after crossing the horizon. What does an outside observer see? As you fall toward the horizon, light you emit takes longer and longer to escape. From outside, you appear to slow down and redshift toward oblivion, freezing asymptotically at the horizon — which ties back into the information paradox. The outside observer never actually sees you cross. There's also the **firewall proposal** mentioned in the previous chapter: if information must escape in Hawking radiation, and those photons must be entangled with the infalling matter in a specific way, and quantum monogamy of entanglement doesn't allow that without breaking entanglement with something else — then something must give at the horizon. One resolution is a literal wall of high-energy radiation at the event horizon that would incinerate anything crossing it. The infalling observer wouldn't get to float through peacefully after all. Most physicists don't fully buy the firewall argument, but nobody's found a clean rebuttal either. It's been an open controversy since 2012. The honest answer to "what happens if you fall in" is: we don't have a complete theory of quantum gravity, and black holes are exactly the place where that gap matters most. The classical answer is well-understood. The quantum answer is one of the hardest open problems in physics.
M87* and Sagittarius A*: Photographing a Black Hole
Next
// COMMENTS
Newest First
ON THIS PAGE
No content selected.