English

Cosmic Web Dissection in Fuzzy Dark Matter Cosmologies

Cosmology and Nongalactic Astrophysics 2023-08-17 v2

Abstract

On large cosmological scales, anisotropic gravitational collapse is manifest in the dark cosmic web. Its statistical properties are little known for alternative dark matter models such as fuzzy dark matter (FDM). In this work, we assess for the first time the relative importance of cosmic nodes, filaments, walls and voids in a cosmology with primordial small-scale suppression of power. We post-process NN-body simulations of FDM-like cosmologies with varying axion mass mm at redshifts z1.05.6z\sim 1.0-5.6 using the NEXUS+ Multiscale Morphology Filter technique at smoothing scale Δx=0.04 h1\Delta x = 0.04 \ h^{-1}Mpc. The formation of wall and void halos is more suppressed than naively expected from the half-mode mass M1/2M_{1/2}. Also, we quantify the mass and volume filling fraction of cosmic environments and find that 2D cosmic sheets host a larger share of the matter content of the Universe as mm is reduced, with an 812\sim 8-12\% increase for the m=7×1022m=7 \times 10^{-22} eV model compared to CDM. We show that in FDM-like cosmologies, filaments, walls and voids are cleaner and more pronounced structures than in CDM, revealed by a strong mid-range peak in the conditioned overdensity PDFs P(δ)P(\delta). At high redshift, low-density regions are more suppressed than high-density regions. Furthermore, skewness estimates S3S_3 of the total overdensity PDF in FDM-like cosmologies are consistently higher than in CDM, especially at high redshift z5.6z\sim 5.6 where the m=1022m=10^{-22} eV model differs from CDM by 6σ\sim 6 \sigma. Accordingly, we advocate for the usage of P(δ)P(\delta) as a testbed for constraining FDM and other alternative dark matter models.

Keywords

Cite

@article{arxiv.2301.09762,
  title  = {Cosmic Web Dissection in Fuzzy Dark Matter Cosmologies},
  author = {Tibor Dome and Anastasia Fialkov and Nina Sartorio and Philip Mocz},
  journal= {arXiv preprint arXiv:2301.09762},
  year   = {2023}
}

Comments

16 pages, 7 figures

R2 v1 2026-06-28T08:18:16.494Z