Early hard X-rays from the nearby core-collapse supernova SN2023ixf

TL;DR

This paper reports early hard X-ray observations of supernova SN2023ixf, revealing thermal bremsstrahlung emission, decreasing absorption, and dense circumstellar medium interactions, providing insights into the progenitor's mass-loss history.

Contribution

First detection of early hard X-rays from a non-relativistic supernova, characterizing the shock interaction with dense circumstellar material through spectral analysis.

Findings

Detection of thermal bremsstrahlung with T>25 keV

Decreasing neutral hydrogen column density over time

High circumstellar medium density indicating significant progenitor mass loss

Abstract

We present NuSTAR observations of the nearby SN 2023ixf in M101 (d=6.9 Mpc) which provide the earliest hard X-ray detection of a non-relativistic stellar explosion to date at $\delta t\approx$4-d and $\delta t\approx$11-d. The spectra are well described by a hot thermal bremsstrahlung continuum with $T>25 \rm{keV}$ shining through a thick neutral medium with a neutral hydrogen column that decreases with time (initial $N_{\rm{Hint}}=2.6\times 10^{23} \rm{cm^{-2}}$). A prominent neutral Fe K$\alpha$ emission line is clearly detected, similar to other strongly interacting SNe such as SN2020jl. The rapidly decreasing intrinsic absorption with time suggests the presence of a dense but confined circumstellar medium (CSM). The absorbed broadband X-ray luminosity (0.3--79 keV) is $L_{X} \approx 2.5 \times 10^{40}$ erg s$^{-1}$ during both epochs, with the increase in overall X-ray flux related to the decrease in the absorbing column. Interpreting these observations in the context of thermal bremsstrahlung radiation originating from the interaction of the SN shock with a dense medium we infer large particle densities in excess of $n_{\rm{CSM}}\approx 4\times 10^{8} \rm{cm^{-3}}$ at $r<10^{15} \rm{cm}$, corresponding to an enhanced progenitor mass-loss rate of $\dot M \approx 3\times 10^{-4}$ M$_{\odot}$ yr$^{-1}$ for an assumed wind velocity of $v_w=50$ km s$^{-1}$.