English

Convergence of small scale Ly$\alpha$ structure at high-$z$ under different reionization scenarios

Cosmology and Nongalactic Astrophysics 2023-05-26 v1

Abstract

The Lyα\alpha forest (LAF) at z>5z>5 probes the thermal and reionization history of the intergalactic medium (IGM) and the nature of dark matter, but its interpretation requires comparison to cosmological hydrodynamical simulations. At high-zz, convergence of these simulations is more exacting since transmission is dominated by underdense voids that are challenging to resolve. With evidence mounting for a late end to reionization, small structures down to the sub-kpc level may survive to later times than conventionally thought due to the reduced time for pressure smoothing to impact the gas, further tightening simulation resolution requirements. We perform a suite of simulations using the Eulerian cosmological hydrodynamics code Nyx, spanning domain sizes of 1.25-10 h1h^{-1} Mpc and 5-80 h1h^{-1} kpc cells, and explore the interaction of these variables with the timing of reionization on the properties of the matter distribution and the simulated LAF at z=5.5z=5.5. In observable Lyα\alpha power, convergence within 10% is achieved for k<0.1k< 0.1 s/km, but larger kk shows deviation of up to 20 percent. While a later reionization retains more small structure in the density field, because of the greater thermal broadening there is little difference in the convergence of LAF power between early (z=9z=9) and later (z=6z=6) reionizations. We conclude that at z5.5z\sim5.5, resolutions of 10 kpc are necessary for convergence of LAF power at k<0.1k<0.1 s/km, while higher-kk modes require higher resolution, and that the timing of reionization does not significantly impact convergence given realistic photoheating.

Keywords

Cite

@article{arxiv.2305.16200,
  title  = {Convergence of small scale Ly$\alpha$ structure at high-$z$ under different reionization scenarios},
  author = {Caitlin C. Doughty and Joseph F. Hennawi and Frederick B. Davies and Zarija Lukić and Jose Oñorbe},
  journal= {arXiv preprint arXiv:2305.16200},
  year   = {2023}
}

Comments

Submitted to MNRAS. Comments welcome