Article

Evidence for a massive BH in the S0 galaxy NGC 4342

06/1998;
Source: arXiv

ABSTRACT We present axisymmetric dynamical models of the edge-on S0 galaxy NGC 4342. A combination of observations from the ground and with the Hubble Space Telescope (HST) has shown that NGC 4342 rotates rapidly and has a strong central increase in velocity dispersion. We construct simple two-integral Jeans models as well as fully general, three-integral models. The latter are built using a modified version of Schwarzschild's orbit-superposition technique. The two-integral Jeans models suggest a black hole (BH) mass between 3 and 6x10^8 Msun, depending on the data set used to constrain the model, but they fail to fit the details of the observed kinematics. The three-integral models can fit all ground-based and HST data simultaneously, but only when a central BH is included. Models without BH are ruled out to a confidence level better than 99.73 per cent. We determine a BH mass of 3x10^8 Msun. This corresponds to 2.6 per cent of the total mass of the bulge, making NGC 4342 one of the galaxies with the highest BH mass to bulge mass ratio currently known. The models that best fit the data do not have a two-integral phase-space distribution function. They have rather complex dynamical structures: the velocity anisotropies are strong functions of radius reflecting the multi-component structure of this galaxy. The best fit model without BH tries to fit the high central velocity dispersion by placing stars on radial orbits. The measured rotation velocities, however, restrict the amount of radial anisotropy such that the central velocity dispersion measured with the HST can only be fit when a massive BH is included in the models.

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Keywords

black hole
 
bulge mass ratio
 
central BH
 
central velocity dispersion
 
confidence level
 
edge-on S0 galaxy NGC 4342
 
highest BH mass
 
HST data
 
massive BH
 
measured rotation velocities
 
modified version
 
observed kinematics
 
radial anisotropy
 
Schwarzschild's orbit-superposition technique
 
simple two-integral Jeans models
 
strong central increase
 
three-integral models
 
two-integral Jeans models
 
two-integral phase-space distribution function
 
velocity anisotropies