Gravitational wave emission from nonspherical collapse in an early matter-dominated era using N-body simulations
Albert Escriv\`a, Tomohiro Harada, Kazunori Kohri, Takahiro Terada, Chul-Moon Yoo

TL;DR
This paper models gravitational wave emission from nonspherical matter collapse in the early universe using N-body simulations, highlighting the importance of nonlinear dynamics for accurate predictions.
Contribution
It introduces a fully numerical N-body framework to accurately simulate nonlinear collapse and GW emission, surpassing previous approximate methods.
Findings
Reliable GW signal prediction requires nonlinear numerical treatment.
BBKS peak theory yields smaller GW spectra than Doroshkevich.
GW signals from collapse span a broad frequency range, probing pre-BBN history.
Abstract
We study the dynamics of the collapse of a nonspherical overdense patch during an early matter-dominated era and the associated production of gravitational waves (GWs) using a semirelativistic N-body framework that we develop. The collapsing patch is initialized through a Zel'dovich deformation of a homogeneous sphere and evolved in an Einstein--de Sitter background, while the emitted signal is computed directly from the numerical quadrupole evolution. We show that a reliable prediction of the signal requires a fully numerical treatment of the nonlinear collapse dynamics. In particular, fitting-based procedures and Zel'dovich-based estimates fail to capture the post-shell-crossing evolution and can over/under-estimate the emitted power of the GWs. After averaging over realizations weighted by the Doroshkevich and BBKS (peak theory) distributions, we find that the two spectra have…
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