Shaw
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Is there theoretically a smallest possible Schwarzschild radius?
The discussion revolves around the concept of the smallest possible Schwarzschild radius, exploring theoretical limits, implications of quantum gravity, and the formation of black holes. Participants engage in both classical and speculative considerations, touching on gravitational collapse and primordial black holes.
Participants express differing views on the existence and implications of a smallest Schwarzschild radius, with no consensus reached on the theoretical limits or the potential for black hole formation at small scales.
The discussion includes speculative theories and assumptions about quantum gravity and black hole formation, with limitations in current understanding and evidence regarding these topics.
Yep, I still remember this.PAllen said:What do you want? For quantum case, there can be no detail because [..]
PAllen said:Each k in your series is smaller each time [..]Of course, this is all nonsense - no mirror is anywhere near that perfect. Also, of course, I do ignore quantum effects because [..]
Yeah, unlike ##\sqrt{1-v^2}##, here the limit for V is C.PAllen said:What do you want? [..]Since there is no lower limit on mass, there is no lower limit on Schwarzschild radius.
For natural BH you mean? I heard that CERN is creating tiny BH on daily basis.PAllen said:I1) What is the smallest BH that can form from gravitational collapse? This is not well known, but a guesstimate is around 3 solar masses.
Natural of course. Should have read that a minute longer before posting.Stephanus said:For natural BH you mean? I heard that CERN is creating tiny BH on daily basis.PAllen said:1) What is the smallest BH that can form from gravitational collapse? This is not well known, but a guesstimate is around 3 solar masses.
Stephanus said:For natural BH you mean? I heard that CERN is creating tiny BH on daily basis.
Perhaps if you calculate the momentum energy of two colliding protons each travels at 99.99%c multiply it by 2G in less then ##\frac{2GM_{proton}}{c^2}## radius, I don't know. I should have calculated it. Perhaps the concentration of the momentum energy in much less tiny radius could be called black hole. And I heard that for such tiny black hole, the hawking radiation will evaporate it in less then 1 second. You know better. Btw, I'm still studying your post about doppler effect in SR. Still trying to make sense out of it.PAllen said:There is currently exactly zero evidence that LHC has formed any BH [..]
http://phys.org/news/2010-12-large-hadron-collider-signatures-microscopic.html#nRlvStephanus said:Perhaps if you calculate the momentum energy of two colliding protons each travels at 99.99%c multiply it by 2G in less then ##\frac{2GM_{proton}}{c^2}## radius, I don't know. I should have calculated it. Perhaps the concentration of the momentum energy in much less tiny radius could be called black hole. And I heard that for such tiny black hole, the hawking radiation will evaporate it in less then 1 second. You know better. Btw, I'm still studying your post about doppler effect in SR. Still trying to make sense out of it.
Ok.Large Hadron Collider finds no signatures of microscopic black holes
Shaw said:your replies lack detail