The VLT SINFONI Mg ii Program for Line Emitters (SIMPLE) II: background quasars probing z $\sim$ 1 galactic winds

TL;DR

This study investigates galactic winds at z~1 by analyzing quasar-galaxy pairs, revealing outflow speeds around 100 km/s, mass loading factors near unity, and that these winds are generally bound to the galaxy halos.

Contribution

It provides detailed kinematic analysis of galactic winds using background quasars, demonstrating geometrical wind models and quantifying outflow properties at z~1.

Findings

Outflow speeds are approximately 100 km/s.

Mass ejection rates are comparable to star formation rates.

Outflows are generally bound and do not escape galaxy halos.

Abstract

The physical properties of galactic winds are of paramount importance for our understanding of galaxy formation. Fortunately, they can be constrained using background quasars passing near star-forming galaxies (SFGs). From the 14 quasar$-$galaxy pairs in our VLT/SINFONI Mgii Program for Line Emitters (SIMPLE) sample, we reobserved the 10 brightest galaxies in H$_{\alpha}$ with the VLT/SINFONI with 0.7" seeing and the corresponding quasar with the VLT/UVES spectrograph. Applying geometrical arguments to these ten pairs, we find that four are likely probing galactic outflows, three are likely probing extended gaseous disks, and the remaining three are not classifiable because they are viewed face-on. In this paper we present a detailed comparison between the line-of-sight kinematics and the host galaxy emission kinematics for the pairs suitable for wind studies. We find that the kinematic profile shapes (asymmetries) can be well reproduced by a purely geometrical wind model with a constant wind speed, except for one pair (towards J2357$-$2736) that has the smallest impact parameter b = 6 kpc and requires an accelerated wind flow. Globally, the outflow speeds are $\sim$ 100 km/s and the mass ejection rates (or $\dot M _{\rm out}$) in the gas traced by the low-ionization species are similar to the star formation rate (SFR), meaning that the mass loading factor, $\eta$ = $\dot M _{\rm out}$/SFR, is $\sim$1.0. The outflow speeds are also smaller than the local escape velocity, which implies that the outflows do not escape the galaxy halo and are likely to fall back into the interstellar medium.