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Are Black Holes Dark Matter factories?
Has anyone ever seen work on a theory that Black Holes are Dark Matter factories?
Thank you, Ned |
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Are Black Holes Dark Matter factories?
In article , Ulf Torkelsson
wrote: This even distribution, not attached to objects, is also what causes problems with the cosmological constant, producing unstable universes. I cannot see that this is a problem, since we observe the universe to be expanding just like we expect from the Friedman-Robertson-Walker model. This refers to the problems, which I recall you mentioned before, that a non-zero cosmological constant causes exponential growth in the universe if it is not exactly right. I do not recall the details. From what one knows about other physics, such an instability seems unlikely. There ought to be a mechanism that makes the universe to hang together and adjusts appropriately, even if the masses varies. That is just a hunch. Therefore, I think one may experiment with a "cosmological variable", which varies over space, perhaps acting on a longer distance and attached to certain classes of objects (such as visible matter). The idea pleases me, because in the QM microcosm, there is a strong force with the capacity to counteract the EM forces in the atomic nuclei. The electrostatic force is distance proportional to 1/r, same as gravity. The 1/r law applies to the potentials, not the forces that go as 1/r^2 Right. Sorry for the confusion. Then, if one adds an anti-gravitational "levity" force to GR, that makes the new theory look more like some kind of dual to QM. Its distance formula should be so that in short distances it is negligible relative gravity, but in long distances, it should be able to counteract the GR GM/(c^2 r) asymptotic formula that Ulf Torkelsson before described here. I try to think it in terms of the Lagrangian used to create the Einstein-Hilbert equation of GR. The scalar curvature and the energy-momentum pushes it one direction. The cosmological constant is a component that pushes it the other direction. The EM components can push it either direction, though. I got the Lagrangian to L := s_g + g(F, F) + sum_j(g(P_j, P_j) + m_j^2 + e_j g(P_j, A)) where s_g is the scalar curvature, F the EM two-form, A the EM potential, and P_j the energy-momentum and e_j the electric charge of the particles. It is better to note that in general relativity the source of the gravitational field is rho + 3p, where rho is the energy density and p is the pressure. Now, quintessence can be thought of as a field with p = w rho, where -1/3 w = -1. The equality is true if we have a pure vacuum energy, that is a cosmological constant. Since rho must be positive, we see that the gravitational field reverses its sign and becomes repulsive if it is dominated by quintessence. (Sorry for my poor memory; I do not have reference books where I sit.) The Einstein-Hilbert cosmological constant I recall to be something that is added to the equation that results after the metric variation. Then I do not immediately see what it should looks like before the metric variation. Perhaps you can help out here? Hans Aberg |
#9
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Are Black Holes Dark Matter factories?
In article , Ulf Torkelsson
wrote: This even distribution, not attached to objects, is also what causes problems with the cosmological constant, producing unstable universes. I cannot see that this is a problem, since we observe the universe to be expanding just like we expect from the Friedman-Robertson-Walker model. This refers to the problems, which I recall you mentioned before, that a non-zero cosmological constant causes exponential growth in the universe if it is not exactly right. I do not recall the details. From what one knows about other physics, such an instability seems unlikely. There ought to be a mechanism that makes the universe to hang together and adjusts appropriately, even if the masses varies. That is just a hunch. Therefore, I think one may experiment with a "cosmological variable", which varies over space, perhaps acting on a longer distance and attached to certain classes of objects (such as visible matter). The idea pleases me, because in the QM microcosm, there is a strong force with the capacity to counteract the EM forces in the atomic nuclei. The electrostatic force is distance proportional to 1/r, same as gravity. The 1/r law applies to the potentials, not the forces that go as 1/r^2 Right. Sorry for the confusion. Then, if one adds an anti-gravitational "levity" force to GR, that makes the new theory look more like some kind of dual to QM. Its distance formula should be so that in short distances it is negligible relative gravity, but in long distances, it should be able to counteract the GR GM/(c^2 r) asymptotic formula that Ulf Torkelsson before described here. I try to think it in terms of the Lagrangian used to create the Einstein-Hilbert equation of GR. The scalar curvature and the energy-momentum pushes it one direction. The cosmological constant is a component that pushes it the other direction. The EM components can push it either direction, though. I got the Lagrangian to L := s_g + g(F, F) + sum_j(g(P_j, P_j) + m_j^2 + e_j g(P_j, A)) where s_g is the scalar curvature, F the EM two-form, A the EM potential, and P_j the energy-momentum and e_j the electric charge of the particles. It is better to note that in general relativity the source of the gravitational field is rho + 3p, where rho is the energy density and p is the pressure. Now, quintessence can be thought of as a field with p = w rho, where -1/3 w = -1. The equality is true if we have a pure vacuum energy, that is a cosmological constant. Since rho must be positive, we see that the gravitational field reverses its sign and becomes repulsive if it is dominated by quintessence. (Sorry for my poor memory; I do not have reference books where I sit.) The Einstein-Hilbert cosmological constant I recall to be something that is added to the equation that results after the metric variation. Then I do not immediately see what it should looks like before the metric variation. Perhaps you can help out here? Hans Aberg |
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Are Black Holes Dark Matter factories?
In article ,
Phillip Helbig---remove CLOTHES to reply wrote: [...] "Dark energy" is a newfangled name for the cosmological constant. As Sean Carroll points out, a better name would be "smooth tension". Ooh, nice name. I hereby claim the right to "Smooth Tension" as the name for a progressive-rock group, if I ever get around to founding one. I can see it written on both bass drums now. :-) (Which reminds me, I believe that guitarist Brian May of Queen was once a student of astronomy but gave it up when he started making money with Queen. Anyone who knows details can provide them to me via email.) A friend was setting up a violin, etc. performing group and asked around for suggestions of names ("string beings" was my favorite among her candidates, though she somehow didn't like that one). I suggested "Robin K. and her 11-dimensional strings". She didn't go with it, but I still hope someone to see someone use a name like that someday. [Mod. note: OK, I feel further discussion along these lines would be best in some other newsgroup, though I have to say I'm not sure what -- mjh] |
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