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Late-time non-thermal emission from mildly relativistic tidal ejecta of compact objects merger

Published 3 Jun 2024 in astro-ph.HE | (2406.01338v3)

Abstract: Mergers of compact objects (binary neutron stars, BNS, or neutron star-black hole, NSBH) with a substantial mass ratio ($q&gt;1.5$) are expected to produce a mildly relativistic ejecta within ∼20<sup>∘\sim20<sup>\circ from the equatorial plane. We present a semi-analytic approach to calculate the expected synchrotron emission observed from various viewing angles, along with the corresponding radio maps, that are produced by a collisionless shock driven by such ejecta into the interstellar medium. This method reproduces well (up to ∼30%\sim30\% deviations) the observed emission produced by 2D numerical calculations of the full relativistic hydrodynamics. We consider a toroidal ejecta with an opening angle of 15<sup>∘≤θ</sup>open≤30<sup>∘15<sup>\circ\leq\theta_</sup> \text{open}\leq30<sup>\circ and broken power-law mass distribution, $M(&gt;\gamma\beta)\propto(\gamma\beta)<sup>{-s}$ with s=sKNs=s_{\rm KN} at $\gamma\beta&lt;\gamma_0\beta_0$ and s=sfts=s_{\rm ft} at $\gamma\beta&gt;\gamma_0\beta_0$ (where γ\gamma is the Lorentz factor). The parameter values are chosen to characterize merger calculation results -- a "shallow" mass distribution, $1&lt;s_{\rm KN}\&lt;3$, for the bulk of the ejecta (at γβ≈0.2\gamma\beta\approx 0.2), and a steep, sft&gt;5s_{\rm ft}\&gt;5, "fast tail" mass distribution. While the peak flux is dimmer by a factor of ∼\sim2-3, and the peak time remains roughly the same (within 20%20\%), for various viewing angles compared to isotropic equivalent ejecta (θopen=90<sup>∘\theta_\text{open}=90<sup>\circ) considered in preceding papers, the radio maps are significantly different from the spherical case. The semi-analytic method can provide information on the ejecta geometry and viewing angle from future radio map observations and, consequently, constrain the ejection mechanism. For NSBH mergers with a significant mass ejection (∼0.1M⊙\sim0.1M_\odot), this late non-thermal signal can be observed to distances of ≲200\lesssim 200Mpc for typical parameter values.

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