4.6 Article

Solitons in the dark: First approach to non-linear structure formation with fuzzy dark matter

Journal

ASTRONOMY & ASTROPHYSICS
Volume 662, Issue -, Pages -

Publisher

EDP SCIENCES S A
DOI: 10.1051/0004-6361/202038876

Keywords

methods: numerical; dark matter

Funding

  1. Research Council of Norway
  2. UNINETT Sigma2 -the National Infrastructure for High Performance Computing and Data Storage in Norway

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In this study, we present the results of a cosmological simulation using the new code SCALAR to study the formation and evolution of fuzzy dark matter. Despite limitations on large-scale resolution, the study provides detailed analysis of the formation and evolution of central solitonic cores. The results indicate a shallower halo mass function in the low-mass end due to the quantum nature of the scalar field.
We present the results of a full cosmological simulation with the new code SCALAR, where dark matter is in the form of fuzzy dark matter (FDM), described by a light scalar field with a mass of m(B) = 2.5 x 10(-22) eV and evolving according to the Schrodinger-Poisson system of equations. In comoving units, the simulation volume is 2.5 h(-1) Mpc on a side, with a resolution of 20 h(-1) pc at the highest refinement level. While the resulting large-scale resolution prevents us from studying the general properties of the FDM structure formation, the extremely high small-scale resolution allows a detailed analysis of the formation and evolution of central solitonic cores, which are found to leave their imprints on dark matter density profiles, resulting in shallower central densities, and on rotation curves, producing an additional circular velocity peak at small radii from the centre. Despite the limitations on the large-scale resolution, we find that the suppression of structures due to the quantum nature of the scalar field reveals indications of a shallower halo mass function in the low-mass end compared to the case of a ACDM simulation, in which dark matter is expected to cluster at all mass scales even if it was evolved with the same initial conditions as used for FDM. Furthermore, we verify the scaling relations characterising the solution to the Schrodinger-Poisson system for both isolated and merging haloes, and we find that they are preserved by merging processes. We characterise each FDM halo in terms of the dimensionless quantity Xi proportional to vertical bar E-halo vertical bar/M-halo(3), and we show that the core mass is tightly linked to the halo mass by the core-halo mass relation M-core/M-h(alo) proportional to Xi(1/3). We also show that the core surface density of the simulated FDM haloes does not follow the scaling with the core radius, as observed for dwarf galaxies. This is a challenge for the FDM model as the sole explanation of core formation.

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