What is the estimated mass flow in relativistic jets from black holes?

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The discussion focuses on estimating the mass flow of relativistic jets emitted from black holes, specifically seeking an "amount per second" figure. While the user acknowledges that the mass flow likely varies with the size of the black hole, they express frustration at the lack of concrete estimates in existing literature. They reference two papers that provide relevant formulas and energy flow data but note that neither performs the necessary calculations to derive mass flow rates. By applying the Lorentz factor and energy equations, one can theoretically calculate the number of electrons ejected per second based on total energy flow. Ultimately, the conversation highlights the need for more specific calculations to understand mass flow in black hole jets.
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I have done a little reading on relativistic jets coming out of black holes. No where could I find a hypothetical amount of mass getting launched out of the poles. I was looking for an "amount per second" estimate. I know that it probably differs depending on how large the BH is, I am just curious as to what the number could be.
 
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This paper derives some formulas from which the mass flow might be estimated:
http://arxiv.org/pdf/0909.2576.pdf

But they don't carry out any such calculations.

This paper provides some numbers for the Lorentz factor (=50) and the total energy flow (10^46 ergs/sec):
http://www.bu.edu/blazars/paperstodownload/marscher_michiganjets.pdf

So if you assume that everything is an electron, then the total energy of each electron is gamma*mc^2, where the electron mass is 0.511 MeV/c^2 for each one, times 50 for the total energy.

1 erg = 624,150 MeV/c^2 ... so now you can determine the total MeV flow per second, and divide by the amount per electron ... and you have electrons per second.
 
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