russinnj2000,
The geometry of a black hole is different from what you're imagining.
Dramatically different!
russinnj2000 said:
Was thinking about this why is it a requirement that the center of a black hole be a singularity?
A black hole does not have a "center" in the usual sense. As you enter the hole, the singularity is not something you can see in front of you. Inside of the hole, the coordinates we call r and t switch roles -
r becomes the time coordinate, while t is one of the space coordinates. So the singularity at r = 0 is nowhere beside you,
it is in your future. The geometry inside the hole is collapsing, taking you with it, and eventually (at time r = 0) everything inside reaches the singularity.
If the event horizon contained all the mass of a black hole would it still not have the same effect on it's surroundings? Why could it not be similar to a a crystal where as each molecular link or in this case each piece of mass was pulling as a whole?
Any infalling matter cannot remain at the event horizon. Also, you seem to be imagining the mass is spread out inside, filling the hole. In a Schwarzschild black hole, the interior of the event horizon is vacuum. There is no matter inside. If matter does fall into the hole from outside, the matter that preceded you will not be in front of you,
it will be in your past! The matter that falls after you do will be in your future and
you cannot be affected by it.
Further as the mass accelerated towards the speed of light unless it was directly heading at the exact center of the black whole would it not orbit? Or be constantly approaching an escape velocity?
There's a limit. The only circular orbits lie outside the hole. The smallest circular orbit is at r = 3M (the horizon is at r = 2M). Matter nearing the speed of light (or light itself) could orbit at this radius, r = 3M, but once inside this limit it would death spiral inward and fall through the horizon.
If it was Orbiting at near the speed of light would it not increase the likelihood of other particles orbiting in a similar fashion?
No.
also even if it were to per say have a dead center pass on the central point of the black whole would the gravitational field not get weaker not stronger as it approached the absolute center?
No. the strength increases all the way to r = 0, where it is infinite.
As all the mass surrounding as it approached the center would be pulling it away from the center equally? (Sort of the Gravitational Bungee Jump)
As I said above, that does not happen.