Glass Black Hole Approximate Model

from The STEMcell Science Shop

Regular price $6.00

If you compress any amount of mass, it becomes denser. If you compress it enough, it will become so dense that light can no longer escape it—this size is the object’s Schwarzschild radius. An object that is compressed smaller than this radius is a black hole. This black glass sphere has approximately (±10%) the same radius as the Schwarzschild radius of Earth. If you compressed all of the mass of Earth into the volume of this tiny sphere, it would be so incredibly dense that you would not even be able to see it.


For a much more accurate Schwarzschild Radius model, please see our current Kickstarter.

Radius: ~9 mm (Actual Schwarzschild Radius = 8.87 mm)
Stand included for display.


More info:

Every object has a Schwarzschild radius: Earth’s is about 9mm, Jupiter’s is 2.62m, and a hamburger’s is smaller than an atom. Karl Schwarzschild calculated this property in 1916 using Einstein’s recent field equations.