IMAGES-III: The evolution of the Near-Infrared Tully-Fisher relation over the last 6 Gyr
M. Puech, H. Flores, F. Hammer, Y. Yang, B. Neichel, M. Lehnert, L., Chemin, N. Nesvadba, B. Epinat, P. Amram, C. Balkowski, C. Cesarsky, H., Dannerbauer, S. di Serego Alighieri, I. Fuentes-Carrera, B. Guiderdoni, A., Kembhavi, Y.C. Liang, G. Oestlin, L. Pozzetti, C.D. Ravikumar

TL;DR
This study examines the evolution of the K-band Tully-Fisher relation over the last 6 billion years, revealing a zero-point shift and linking galaxy kinematics to star formation activity.
Contribution
It provides the first detailed measurement of the Tully-Fisher relation at z~0.6 with improved accuracy, and analyzes the impact of galaxy kinematics on its scatter and evolution.
Findings
Zero-point of TFR shifts by 0.66 mag from z~0.6 to 0.
Scatter in TFR is mainly due to galaxies with anomalous kinematics.
Most rotating disks at z~0.6 are actively forming stars.
Abstract
Using the multi-integral field spectrograph GIRAFFE at VLT, we have derived the K-band Tully-Fisher relation (TFR) at z~0.6 for a representative sample of 65 galaxies with emission lines. We confirm that the scatter in the z~0.6 TFR is caused by galaxies with anomalous kinematics, and find a positive and strong correlation between the complexity of the kinematics and the scatter that they contribute to the TFR. Considering only relaxed-rotating disks, the scatter, and possibly also the slope of the TFR, do not appear to evolve with z. We detect an evolution of the K-band TFR zero point between z~0.6 and z=0, which, if interpreted as an evolution of the K-band luminosity of rotating disks, would imply that a brightening of 0.66+/-0.14 mag occurs between z~0.6 and z=0. Any disagreement with the results of Flores et al. (2006) are attributed to both an improvement of the local TFR and the…
Peer Reviews
No public reviews on file for this paper yet. If you reviewed it on a platform where reviews are public (OpenReview, ICLR, NeurIPS, ICML), you can paste yours below so the community can read it here.
Videos
No videos yet. Explain this paper in a talk, walkthrough, or lecture? Add one.
