2006
DOI: 10.1086/504963
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The Star‐forming Torus and Stellar Dynamical Black Hole Mass in the Seyfert 1 Nucleus of NGC 3227

Abstract: We report R ∼ 4300 Very Large Telescope SINFONI adaptive optics integral field K-band spectroscopy of the nucleus of the Seyfert 1 galaxy NGC 3227 at a spatial resolution of 0.085 ′′ (7 pc). We present the morphologies and kinematics of emission lines and absorption features, and give the first derivation of a black hole mass in a Seyfert 1 nucleus from spatially resolved stellar dynamics. We show that the gas in the nucleus has a mean column density of order 10 24 -10 25 cm −2 and that it is geometrically thi… Show more

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Cited by 210 publications
(272 citation statements)
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“…Given the size of the broad line region and its velocity, mass is given by the virial theorem M B H = fR B LR v 2 f w hm (f represents the unknown BLR geometry and v f w hm is the velocity width of the broad emission line). In general, masses estimated from the scaling relations are accurate to ∼ 0.4 dex (Vestergaard et al 2006, Shen et al 2008 and agree with local AGN masses from dynamical estimators (Davies et al 2006, Onken et al 2007 and the M B H -σ * correlation (Onken et al 2004, Greene et al 2006. Together the mass and the intrinsic accretion luminosity L I can be used to describe the fueling rate of an AGN in terms of the Eddington ratio, L I /L E dd , where L E dd = 1.26 × 10 38 (M/M ) erg s −1 .…”
Section: Black Hole Masses and Accretion Limitssupporting
confidence: 69%
“…Given the size of the broad line region and its velocity, mass is given by the virial theorem M B H = fR B LR v 2 f w hm (f represents the unknown BLR geometry and v f w hm is the velocity width of the broad emission line). In general, masses estimated from the scaling relations are accurate to ∼ 0.4 dex (Vestergaard et al 2006, Shen et al 2008 and agree with local AGN masses from dynamical estimators (Davies et al 2006, Onken et al 2007 and the M B H -σ * correlation (Onken et al 2004, Greene et al 2006. Together the mass and the intrinsic accretion luminosity L I can be used to describe the fueling rate of an AGN in terms of the Eddington ratio, L I /L E dd , where L E dd = 1.26 × 10 38 (M/M ) erg s −1 .…”
Section: Black Hole Masses and Accretion Limitssupporting
confidence: 69%
“…Below 4000 Å, UVOT measures extra emission that can not be fitted with an accretion disk. According to Davies et al (2006), the central 30 parsecs show remainders of starburst emission accounting for 20% to 60% of the galaxy's bolometric luminosity. We therefore add a starburst template (Kinney et al 1996) below 4000 Å.…”
Section: Multiwavelength Data Analysismentioning
confidence: 99%
“…1. With JWST and an AO-fed GSMT/E-ELT, we will just be able access this regime and map the emission of hot dust (Tristram et al 2007) and hot molecular hydrogen (Davies et al 2006;Hicks & Malkan 2008). On larger spatial scales, JWST, GSMT/E-ELT, and ALMA could be used to map out the distribution and kinematics of ionized and molecular gas for a large and complete sample of AGN and suitable control sample (e.g., Fathi et al 2006;Storchi-Bergmann et al 2007;Riffel et al 2008;Davies et al 2009a;Lindt-Krieg et al 2008;Schinnerer et al 2000).…”
Section: Fueling the Black Holementioning
confidence: 99%