Re: Proof?
Well, the only proof is to go out there and observe the universe for a few million years.
That's a long time to hold your breath.
We are hit every day by particles with 200 JOULES of energy. eight orders of magnitude bigger than LHC.
Now for those thinking "balck holes suck matter in", I say "you watched too much "The Black Hole". That was a movie.
If you're orbiting something and it suddenly turns into a black hole completely, all that's changed is you can't see anything any more. You don't get sucked in. The gravitational attraction is just the same.
A quick question as well: have any of you done the calculations what size the black hole would be in a 10TeV collision? If ALL of it were turned into mass about 10^-29 kg.
What is the event horizon?
10^-53m
Since gravitational strength falls as the square of the difference, what's the 1G limit?
about 10^-19m
Compare with the size of an atom:
10^-11m
IF we take the view that 1g is enough to suck an atom in, that's a 1-in10^16 chance of sucking an atom in.
How many atoms are there in a straight line from one side of the earth to the other? about 10^18.
It will grow 100 atoms each time it passes through the earth. And at 1g, what's the period? 10^4 seconds.
So how long to get to 1g mass? That's about 10^24 silicon atoms. That would take 10^22 passes taking a period of 10^26 seconds. 10^19 years.
That's IF 1g acceleration is enough to suck an atom in against the forces of chemical bonding.
You can shorten that somewhat by doing the calculations properly, but then you'd have to work out what pull would be needed to break a silicon bond. And that's a lot more than 1g.