Abstract

Context. Galaxies in dense environments are subject to interactions and mechanisms that directly affect their evolution by lowering their gas fractions and consequently reducing their star-forming capacity earlier than their isolated counterparts. Aims. The aim of our project is to get new insights into the role of environment in the stellar and baryonic content of galaxies using a kinematic approach, through the study of the Tully-Fisher relation (TFR). Methods. We study a sample of galaxies in eight groups, over-dense by a factor larger than 25 with respect to the average projected density, spanning a redshift range of 0.5 < z < 0.8 and located in ten pointings of the MAGIC MUSE Guaranteed Time Observations program. We perform a morpho-kinematics analysis of this sample and set up a selection based on galaxy size, [O II]λλ3727,3729 emission line doublet signal-to-noise ratio, bulge-to-disk ratio, and nuclear activity to construct a robust kinematic sample of 67 star-forming galaxies. Results. We show that this selection considerably reduces the number of outliers in the TFR, which are predominantly dispersion-dominated galaxies. Similar to other studies, we find that including the velocity dispersion in the velocity budget mainly affects galaxies with low rotation velocities, reduces the scatter in the relation, increases its slope, and decreases its zero-point. Including gas masses is more significant for low-mass galaxies due to a larger gas fraction, and thus decreases the slope and increases the zero-point of the relation. Our results suggest a significant offset of the TFR zero-point between galaxies in low- and high-density environments, regardless of the kinematics estimator used. This can be interpreted as a decrease in either stellar mass by ∼0.05 − 0.3 dex or an increase in rotation velocity by ∼0.02 − 0.06 dex for galaxies in groups, depending on the samples used for comparison. We also studied the stellar and baryon mass fractions within stellar disks and found they both increase with stellar mass, the trend being more pronounced for the stellar component alone. These fractions do not exceed 50%. We show that this evolution of the TFR is consistent either with a decrease in star formation or with a contraction of the mass distribution due to the environment. These two effects probably act together, with their relative contribution depending on the mass regime.

Highlights

  • Galaxies mainly assemble their mass and evolve inside dark matter halos (DMHs) via continuous accretion of cold gas (e.g., Dekel et al 2009) and by the merging of galaxies

  • We further removed the eight galaxies for which the bulge to disk ratio within Reff is larger than unity. We found that those galaxies have less accurate morphological parameters, with usually very small disk scale lengths, and inaccurate estimates of their stellar mass within R22 or bad estimates of the rotation velocity because it is inferred at too small radii

  • We study the impact of sample selection, of uncertainties, and of the stellar mass aperture correction on the stellar mass Tully-Fisher relation (TFR) using the rotation velocity

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Summary

Introduction

Galaxies mainly assemble their mass and evolve inside dark matter halos (DMHs) via continuous accretion of cold gas (e.g., Dekel et al 2009) and by the merging of galaxies. We present the study of the spatially resolved ionized gas kinematics and of the TFR for a sample of star-forming galaxies in dense environments at intermediate redshifts (z ∼ 0.7) from the MUSE gAlaxy Groups In Cosmos (MAGIC) dataset (Epinat et al, in prep.), using data from MUSE (Bacon et al 2015). At these redshifts, the MUSE field of view corresponds to a linear physical size of more than 400 kpc, which is the typical size for groups.

MUSE observations in dense environments and data reduction
Redshift determination and group membership
Groups properties
Global galaxy properties
Morphological analysis
Kinematics of the ionized gas
Kinematic sample selection criteria
Stellar and baryonic mass Tully-Fisher relations
Fitting methods and uncertainties
Stellar mass Tully-Fisher relation
Baryonic mass Tully-Fisher relation
Interpretation of the TFR evolution
Stellar and baryonic matter fraction
Quenching timescale in groups
Mass distribution contraction in groups
Galaxies of the final kinematic sample
Findings
Galaxies with a dominant bulge within the effective radius
Full Text
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