Tully-Fisher Distances and Dynamical Mass Constraints for 24 Host Galaxies of Reverberation-Mapped AGN

TL;DR

This study measures distances to 24 AGN host galaxies using the Tully-Fisher relation, calibrates the relation in the V-band, and explores the connection between black hole mass and galaxy/dark matter properties.

Contribution

First calibration of the V-band Tully-Fisher relation for AGN hosts and independent distance measurements for 14 galaxies.

Findings

Good agreement with previous distance measurements from SBF and Cepheids.

Mass fraction of dark matter within HI radius is approximately 62%.

Strong correlations between black hole mass and galaxy/dark matter masses.

Abstract

We present Tully-Fisher distances for 24 AGN host galaxies with black hole mass ($M_\textrm{{BH}}$) measurements from reverberation mapping, as well as the first calibration of the $V-$band Tully-Fisher relation. Combining our measurements of HI 21cm emission with $HST$ and ground-based optical and near-infrared images allows multiple distance measurements for 19 galaxies and single measurements for the remaining 5. Separation of the nucleus from its host galaxy via surface brightness decomposition yields galaxy-only luminosities, thus allowing measurements of the distance moduli free of contamination from the AGN. For 14 AGN hosts, these are the first reported distances independent of redshift, and hence independent of peculiar velocities. For the remaining galaxies, we show good agreement between our distances and those previously reported from surface brightness fluctuations (SBF) and Cepheids. We also determine the total galaxy mass enclosed within the estimated HI radius, which when compared to the baryonic content allows for constraints on the dark matter masses. We find a typical mass fraction of $M_{\textrm{DM}}$/$M_{\textrm{DYN}}$ = 62\%, and find significant correlations between $M_{\textrm{BH}}$ $-$ $M_{\textrm{DYN}}$ and $M_{\textrm{BH}}$ $-$ $M_{\textrm{DM}}$. Finally, we scale our galaxy radii based on estimated relationships between visible and halo radii and assume a flat rotation curve out to the halo radius to approximate $M_{\textrm{HALO}}$. Over the range of $M_{\textrm{BH}}$ and $M_{\textrm{HALO}}$ in this sample, we find good agreement with observationally-constrained relationships between $M_{\textrm{BH}}$ and $M_{\textrm{HALO}}$ and with hydrodynamical simulations.