1997
DOI: 10.1086/118656
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Optical Rotation Curves and Linewidths for Tully-Fisher Applications

Abstract: We present optical long-slit rotation curves (RCs) for 304 northern Sb-Sc UGC galaxies originally selected for Tully-Fisher (TF) applications. 20% of the galaxies were observed twice or more, allowing for a proper determination of systematic errors. Various measures of maximum rotational velocity to be used as input in the TF relation are tested on the basis of their repeatability, minimization of TF scatter, and match with 21cm linewidths. The best measure of TF velocity, v2.2, is given at the location of pea… Show more

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Cited by 390 publications
(632 citation statements)
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“…Three of the forms are based on the observed rotation curves of edge-on galaxies in the literature having luminosities and peak rotational velocities similar to UGC 7321. The adopted models are (1) a very steeply rising curve, rising linearly to within 0.25 kpc V max and staying Ñat thereafter ; (2) a moderately steep curve, rising linearly to within the inner 1 kpc and Ñattening V max thereafter (e.g., UGC 3697, Goad & Roberts 1981) ; (3) an "" arctan ÏÏ rotation curve (see Courteau 1998) of the form where is the…”
Section: Artiðcial Rotation Curves : the Methodsmentioning
confidence: 99%
“…Three of the forms are based on the observed rotation curves of edge-on galaxies in the literature having luminosities and peak rotational velocities similar to UGC 7321. The adopted models are (1) a very steeply rising curve, rising linearly to within 0.25 kpc V max and staying Ñat thereafter ; (2) a moderately steep curve, rising linearly to within the inner 1 kpc and Ñattening V max thereafter (e.g., UGC 3697, Goad & Roberts 1981) ; (3) an "" arctan ÏÏ rotation curve (see Courteau 1998) of the form where is the…”
Section: Artiðcial Rotation Curves : the Methodsmentioning
confidence: 99%
“…Therefore, we attempt to model the twodimensional velocity field to identify the dynamical centre and kinematic major axis. We follow Swinbank et al (2012) to construct two-dimensional models with an input rotation curve following an arctan function [v(r) = 2 π v asym arctan(r/r t )], where v asym is the asymptotic rotational velocity and r t is the effective radius at which the rotation curve turns over (Courteau 1997). The suite of two-dimensional models which we fit to the data have six free parameters [(x,y) centre, position angle, r t , v asym and disc inclination], and we use a genetic algorithm (Charbonneau 1995) to find the best model (see Swinbank et al 2012).…”
Section: Dynamicsmentioning
confidence: 99%
“…of Courteau (1997) which is an analytic form that expresses a profile initially rising smoothly with a 'kinematic scale radius' r p (Weiner et al 2006a;Puech et al 2008) and smoothly transitioning to a flat top; and (ii) the linear ramp function:…”
Section: Measuring Rotation Curvesmentioning
confidence: 99%