Quantify the mass of polar jets

In summary, the jets of a quasar are not simply a function of the mass of the black hole, but also depend on the rate at which the black hole is accreting mass.
  • #1
patellar-myotatic
12
2
I would like a discussion to quantify just how much mass is ejected at the poles (including the mass equivalence of the photons) when jets form. In quasars the black hole presumably reaches over a Billion solar masses, where the mass is proportionate to the mass of the galaxy and is also related to the angular velocity. Is the mass of the jets also related to the mass of the black hole? In more modest conditions, have the jets of forming proto-stars been quantified?
 
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  • #2
While jets are common in astrophysical objects, I don't think we yet have a quantitative understanding of the mass ejection mechanism. The rate of mass ejection is not simply a function of the mass of the black hole, but depends on the rate at which the black hole is accreting mass. If the black hole is quiescent, meaning that it is not accreting mass, then there are no jets. It is clear that magnetic fields around the black hole also play a significant role. Try looking up the Blandford-Znajek mechanism, which is the starting point for most jet models.
 
  • #3
Here is a link to a recent paper on understanding the mechanism for the jets.
 
  • #4
phyzguy said:
While jets are common in astrophysical objects, I don't think we yet have a quantitative understanding of the mass ejection mechanism. The rate of mass ejection is not simply a function of the mass of the black hole, but depends on the rate at which the black hole is accreting mass. If the black hole is quiescent, meaning that it is not accreting mass, then there are no jets. It is clear that magnetic fields around the black hole also play a significant role. Try looking up the Blandford-Znajek mechanism, which is the starting point for most jet models.
Thank you. If the accumulated mass of the quasar jets exceeded the diminished mass of the galaxy, then the rotation of the galaxy would be profoundly affected. I was wondering if this scenario is possible or common.
 

1. What are polar jets and why do we need to quantify their mass?

Polar jets are narrow, high-speed streams of gas that are expelled from the polar regions of a celestial body, such as a planet or star. Quantifying their mass is important for understanding the dynamics of these jets and their impact on the surrounding environment.

2. How do scientists measure the mass of polar jets?

Scientists typically use a combination of observational data, computer simulations, and mathematical models to estimate the mass of polar jets. This can include measuring the size, velocity, and density of the jet, as well as its impact on surrounding objects.

3. What factors can affect the mass of polar jets?

The mass of polar jets can be influenced by a variety of factors, including the size and composition of the celestial body they originate from, the strength of its magnetic field, and the presence of other nearby objects that may influence their trajectory.

4. How does the mass of polar jets impact their behavior and evolution?

The mass of polar jets can greatly influence their behavior and evolution. For example, a heavier jet may be able to travel further and have a more significant impact on its surroundings, while a lighter jet may dissipate more quickly.

5. What are the potential implications of accurately quantifying the mass of polar jets?

Accurately quantifying the mass of polar jets can have important implications for our understanding of the formation and evolution of celestial bodies, as well as their impact on their surrounding environment. It can also help us better predict and prepare for potential hazards, such as solar storms caused by massive solar polar jets.

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