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Black holes radiating themselves out, going boom. Is it probable that the resulting boom produces (even if for only a few milliseconds) a white hole that would expel the entire contents of whatever aforementioned black hole consumed during its life?
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I'm not really sure on the theory of this one, but the deal with black holes is that they gradually reduce in size due to the Hawking radiation process. When it eventually evaporates, it releases a large amount of energy. Now whether or not this energy could go in reverse through a white hole, I don't know. Would be interesting to look into though.
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Itīs been a long time sice I last heard someone talking seriously about white holes.
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However, since the temperature of the black hole (and hence the amount of energy it puts out) varies as the inverse of its mass, as the mass shrinks to zero, the radiation increases, eventually having a huge spike just at the very end. Look on the last page here for a graph that shows this. So there is a final burst of high energy radiation for a black hole as it evaporates, even if a large back hole may take a very long time to reach that last bit.
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Time yet for one more thought.
Every year, approximately one hundred particles collide with the upper atmosphere with energy enough to create minute black holes. These tiny BH evanesce right after, into a shower of particles: the Hawking radiation. Researchers at CERN will try to detect the hawking radiation, observing the decay of tiny black holes at the Large Hadron Collider, by 2007. I think weīll have a final answer on what happens in the final moments of a black holeīs life then.
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We probably shouldn't expect him to be in any recognizable shape though. For instance, logs go into a fire, and come back out in the form of heat, smoke, and ash. Rarely as logs. |
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Edited: The experiments at CERN are expected to find material evidence of the phenomenon. The following article, though not directly related to this subject, can give a glue on the amount of energy needed for collisions of that kind. http://216.239.41.104/search?q=cache...t&ie=UTF-8
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