Maximum size of Black Holes

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Mr. G

reality.sys
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Why are there no black holes bigger than the ones we've already seen?

A free thought cast into the ether requiring no input from the nannies/groomers.

Free thoughts, right?

All of them, right?

Test. Test. Test.
 
One can't know. One can speculate, which you didn't attempt to do.

Maybe my puny self can help you.

"Why are there no black holes bigger than the ones we've already seen?"

The diameter of a black hole event horizon determines the longest wave length of the radiation it can produce.

The thermal temperature of the event horizon can not yet equal the thermal temperature of the surrounding vacuum which is colder and able to radiate at longer wavelengths. Conservation of information (things and other stuff) stored on the surface of the horizon in planck length units probably requires the condition.

Something about the vacuum/spacetime/quantum mechanics is forcing them to evaporate to lose mass, limit horizon diameter & the corresponding longest frequency radiating wavelength.

Inflation has made the vacuum colder than the black holes. Why do they resist inflation? (Insert "appreciate the gravity of the situation joke here).
 
One can't know. One can speculate, which you didn't attempt to do.
The original question was phrased similarly to "Why are there no elephants bigger than the ones we have already seen?"

Nobody can ever know that they've seen the biggest elephant, or the biggest black hole. That's why your original question didn't make much sense.

It appears you have thought some more about this following my initial response and come up with a more sensible question: is there a limit to the size of black holes? That's one we can discuss.
"Why are there no black holes bigger than the ones we've already seen?"

The diameter of a black hole event horizon determines the longest wave length of the radiation it can produce.
Does it? How so? What theory are you referring to?
The thermal temperature of the event horizon can not yet equal the thermal temperature of the surrounding vacuum which is colder and able to radiate at longer wavelengths.
The vacuum can't radiate, can it? Are you referring to the microwave background radiation?
Conservation of information (things and other stuff) stored on the surface of the horizon in planck length units probably requires the condition.
What condition?
Something about the vacuum/spacetime/quantum mechanics is forcing them to evaporate to lose mass, limit horizon diameter & the corresponding longest frequency radiating wavelength.
There's Hawking radiation, which cases mass loss and hence horizon diameter decrease, but that doesn't put a limit on the size of a black hole, as far as I am aware. I can't think of anything that would impose such a limit. Can you suggest any specific mechanism?
Inflation has made the vacuum colder than the black holes. Why do they resist inflation?
For the same reason the Earth resists inflation: lots of locally concentrated mass overcomes the general tendency to expand with the universe as a whole. If that's what you mean by "inflation".
 
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You can't win on merit, but you can always win by subterfuge.

Good job, Sciforums.

Our trusted partner in knowing the facts that we shouldn't.
 
Fun with funny people:

Deep diving may be necessary here....

" Mr. G said:

One can't know. One can speculate, which you didn't attempt to do.

The original question was phrased similarly to "Why are there no elephants bigger than the ones we have already seen?"

Oh, wise one.

James R said:

"Nobody can ever know that they've seen the biggest elephant, or the biggest black hole. That's why your original question didn't make much sense."

I'll play along.

No elephants were part of the initial arguements. Burlesque show props are unnecessary, unless they are.

"It appears you have thought some more about this following my initial response and come up with a more sensible question: is there a limit to the size of black holes? That's one we can discuss."

You never thought such a thing nor expressed such a thing. That you imagine that you did isn't lost on me. You're a charlatan. Plain & simple.

You are due no trust, thief.
 
Our betters 'believe' they are.

We don't. Come and get us

Prove you are, or shut tf up.,
 
The original question was phrased similarly to "Why are there no elephants bigger than the ones we have already seen?"

Nobody can ever know that they've seen the biggest elephant, or the biggest black hole. That's why your original question didn't make much sense.

It appears you have thought some more about this following my initial response and come up with a more sensible question: is there a limit to the size of black holes? That's one we can discuss.

Does it? How so? What theory are you referring to?

The vacuum can't radiation, can it? Are you referring to the microwave background radiation?

What condition?

There's Hawking radiation, which cases mass loss and hence horizon diameter decrease, but that doesn't put a limit on the size of a black hole, as far as I am aware. I can't think of anything that would impose such a limit. Can you suggest any specific mechanism?

For the same reason the Earth resists inflation: lots of locally concentrated mass overcomes the general tendency to expand with the universe as a whole. If that's what you mean by "inflation".
 
No mention of 'wavelength.

It was never about physics, was it?

It was only about personal destruction.

You fell for it.

As smart as you are.
 
If the "Universe" regulates black hole horizon dimensions, it also has to be regulating black hole singularity masses.

What kind(s) of regulatory communications can pass back and forth across event horizons to make such a "connection"?
 
Okay. I'm not sure what this thread is about, but whatever it is, it sure ain't black holes.

Maybe try again, perhaps more honestly next time.

Thread closed.
 
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