Core mass -- halo mass relation of bosonic and fermionic dark matter halos harbouring a supermassive black hole
arXiv:1911.01937 · doi:10.1103/PhysRevD.101.063532
Abstract
We study the core mass -- halo mass relation of bosonic dark matter halos, in the form of self-gravitating Bose-Einstein condensates, harbouring a supermassive black hole. We use the ``velocity dispersion tracing'' relation according to which the velocity dispersion in the core is of the same order as the velocity dispersion in the halo (this relation can be justified from thermodynamical arguments) and the approximate analytical mass-radius relation of the quantum core in the presence of a central black hole obtained in our previous paper [P.H. Chavanis, Eur. Phys. J. Plus 134, 352 (2019)]. For a given minimum halo mass determined by the observations, the only free parameter of our model is the scattering length of the bosons (their mass is then determined by the characteristics of the minimum halo). For noninteracting bosons and for bosons with a repulsive self-interaction, we find that the core mass increases with the halo mass and achieves a maximum value at some halo mass before decreasing. The whole series of equilibria is stable. For bosons with an attractive self-interaction, we find that the core mass achieves a maximum value at some halo mass before decreasing. The series of equilibria becomes unstable above a maximum halo mass . In the absence of black hole . At that point, the quantum core (similar to a dilute axion star) collapses. We perform a similar study for fermionic dark matter halos. We find that they behave similarly to bosonic dark matter halos with a repulsive self-interaction, the Pauli principle for fermions playing the role of the repulsive self-interaction for bosons.
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