Understanding the Core-Halo Relation of Quantum Wave Dark Matter, $\psi$DM, from 3D Simulations
Hsi-Yu Schive, Ming-Hsuan Liao, Tak-Pong Woo, Shing-Kwong Wong,, Tzihong Chiueh, Tom Broadhurst, W-Y. Pauchy Hwang

TL;DR
This paper uses 3D simulations to study wave-like dark matter, revealing a core-halo structure with a specific mass scaling relation, and predicts observable features of dwarf galaxies and early galaxies.
Contribution
It demonstrates a universal core-halo relation in $\psi$DM through simulations, linking core mass to halo mass and cosmic scale factor, and predicts observable consequences for galaxy formation.
Findings
A solitonic core exists at the center of each halo.
Core mass scales with halo mass as $M_c \,\propto\ a^{-1/2} M_h^{1/3}$.
Predicted core sizes and masses match dwarf galaxy observations.
Abstract
We examine the nonlinear structure of gravitationally collapsed objects that form in our simulations of wavelike cold dark matter (DM), described by the Schr\"{o}dinger-Poisson (SP) equation with a particle mass . A distinct gravitationally self-bound solitonic core is found at the center of every halo, with a profile quite different from cores modeled in the warm or self-interacting dark matter scenarios. Furthermore, we show that each solitonic core is surrounded by an extended halo composed of large fluctuating dark matter granules which modulate the halo density on a scale comparable to the diameter of the solitonic core. The scaling symmetry of the SP equation and the uncertainty principle tightly relate the core mass to the halo specific energy, which, in the context of cosmological structure formation, leads to a simple scaling between core mass…
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