General Theory of Relativity and Black Holes
To a worker at fermilab,
If you are unclear of the details of my idea, please notify me. I must credit the work of Kip Thorne for giving me the base information I needed. Please respond as quickly as possible to tell me whether this idea is even possible, let alone likely. Again, I give you my deepest thanks.
Your ideas are pretty much in keeping with the predictions of general relativity about what happens in the vicinity of black holes. If you are a long way away, watching a space ship falling into a black hole, you never see it cross the event horizon, no matter how long you wait. Radio and TV signals that it sends you just go slower and slower and slower as the ship approaches the event horizon of the black hole. What you observe doesn't freeze, exactly, but it does go slower and slower.
If you are on the ship, on the other hand, the situation looks very different. In a finite amount of time by your ship's clock, you cross the event horizon, without noticing anything funny happening. Once you are across the event horizon, however, your ship is drawn inexorably toward the singularity and no force known to current science can stop it.
What I've said so far is well understood in current theory. By that I mean that we can use the equations of gravity (i. e., general relativity) to make numerical predictions about exactly how it seems that ship's time is slowing down when viewed by an outside observer, etc. When the ship gets into the singularity, however, current scientific theory fails us and we don't know how to make numerical predictions. This is because at the singularity, quantum mechanics as well as gravity is important, and we don't yet have a theory of quantum gravity.
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