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Question about merging supermassive black holes


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On 4/21/2020 at 12:26 PM, Bmpbmp1975 said:

I am trying to 

"Energy is the total amount of work done, and power is how fast you can do it.  Power is energy per unit of time."

For example, horse power is force (energy) x distance, then divide by unit time.

More ENERGY is released than POWER when SBH merge.  Most of that energy is released in gravitational waves.  Through the release of neutrinos?  Most energy of a supernova is released in neutrinos.

"In 1966, Colgate and White calculated that neutrinos carry away most of the gravitational energy released by the collapse of massive stars...."

https://en.wikipedia.org/wiki/Neutrino#Supernovae 

Does this also happen with the merger of SBHs?

Edited by Airbrush
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On 4/24/2020 at 9:13 PM, Airbrush said:

More ENERGY is released than POWER when SBH merge.  Most of that energy is released in gravitational waves.  Through the release of neutrinos?  Most energy of a supernova is released in neutrinos.

"In 1966, Colgate and White calculated that neutrinos carry away most of the gravitational energy released by the collapse of massive stars...."

https://en.wikipedia.org/wiki/Neutrino#Supernovae 

Does this also happen with the merger of SBHs?

No, because in the case of a black hole merger there is no matter (*) to produce neutrinos (which are produced by the fusion reactions in a collapsing star) or any other radiation.

 

(*) Unless the black holes have significant accretion disks. I'm not sure what happens in that situation. I'm guessing the answer is: "it's complicated"

Edited by Strange
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23 hours ago, Strange said:

No, because in the case of a black hoe merger there is no matter (*) to produce neutrinos (which are produced by the fusion reactions in a collapsing star) or any other radiation.

 

(*) Unless the black holes have significant accretion disks. I'm not sure what happens in that situation. I'm guessing the answer is: "it's complicated"

Hmmm... spell check maybe? Sorry, I have the quarantine blues... 

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