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The first comprehensive study of a giant nebula around a radio-quiet quasar in the $z < 1$ Universe

Authors :
Liu, Zhuoqi Will
Johnson, Sean D.
Li, Jennifer I-Hsiu
Rudie, Gwen C.
Schaye, Joop
Chen, Hsiao-Wen
Brinchmann, Jarle
Cantalupo, Sebastiano
Chen, Mandy C.
Kollatschny, Wolfram
Maseda, Michael V.
Mishra, Nishant
Muzahid, Sowgat
Publication Year :
2023

Abstract

We present the first comprehensive study of a giant, $\approx \! \! 70$ kpc-scale nebula around a radio-quiet quasar at $z&lt;1$. The analysis is based on deep integral field spectroscopy with MUSE of the field of HE$\,$0238$-$1904, a luminous quasar at $z=0.6282$. The nebula emits strongly in $\mathrm{[O \, II]}$, $\rm H \beta$, and $\mathrm{[O \, III]}$, and the quasar resides in an unusually overdense environment for a radio-quiet system. The environment likely consists of two groups which may be merging, and in total have an estimated dynamical mass of $M_{\rm dyn}\approx 4\times 10^{13}$ to $10^{14}\ {\rm M_\odot}$. The nebula exhibits largely quiescent kinematics and irregular morphology. The nebula may arise primarily through interaction-related stripping of circumgalactic and interstellar medium (CGM/ISM) of group members, with some potential contributions from quasar outflows. The simultaneous presence of the giant nebula and a radio-quiet quasar in a rich environment suggests a correlation between such circum-quasar nebulae and environmental effects. This possibility can be tested with larger samples. The upper limits on the electron number density implied by the $\mathrm{[O \, II]}$ doublet ratio range from $\log(n_{\rm e, \, [O \, II]} / \mathrm{cm^{-3}}) &lt; 1.2$ to $2.8$. However, assuming a constant quasar luminosity and negligible projection effects, the densities implied from the measured line ratios between different ions (e.g., $\mathrm{[O\,II]}$, $\mathrm{[O\,III]}$, and $\mathrm{[Ne\,V]}$) and photoionization simulations are often $10{-}400$ times larger. This large discrepancy can be explained by quasar variability on a timescale of $\approx 10^4{-}10^5$ years.&lt;br /&gt;Comment: 19 pages, 9 figures, 3 tables; Accepted by MNRAS

Details

Database :
arXiv
Publication Type :
Report
Accession number :
edsarx.2309.00053
Document Type :
Working Paper