Astronomy and Astrophysics – Astrophysics
Scientific paper
2004-09-29
Mon.Not.Roy.Astron.Soc. 359 (2005) 1379-1385
Astronomy and Astrophysics
Astrophysics
7 pages, 6 figures, revised version, accepted to MNRAS
Scientific paper
10.1111/j.1365-2966.2005.08988.x
Using semi-analytical models of galaxy formation, the origin of boxy and disky elliptical galaxies is investigated. We find that the simple scenario, motivated by N-body simulations, in which the isophotal shape is only dependent on the mass ratio of the last major merger, is not able to reproduce the observation that the fraction of boxy and disky ellipticals depends on galaxy luminosity. The observations can however be reproduce with the following reasonable assumptions: (i) equal-mass mergers lead to boxy ellipticals and unequal-mass mergers produce disky ellipticals (as motivated by N-body simulations) (ii) major mergers between bulge-dominated galaxies result always in boxy ellipticals, independent of the mass ratio, (iii) merger remnants that subsequently accrete gas leading to a secondary stellar disk with more than $20 %$ the total stellar fraction are always disky. Boxy and disky ellipticals can be divided into two subclasses, depending on their formation history. Boxy ellipticals either formed by equal mass mergers of disk galaxies or by major mergers of early-type galaxies. We find that disky ellipticals are indicators of unequal-mass mergers or late gas infall. Disky ellipticals with high luminosities preferentially are 1-component systems that result from unequal mass mergers whereas low-luminosity disky ellipticals are more likely to harbor secondary disk components. In addition, the fraction of disky ellipticals with secular disk components should increase in regions with higher galaxy densities. Taking into account the conversion of cuspy cores into flat low-density cores by black hole merging we find that disky ellipticals should contain central density cusps whereas boxy ellipticals should in general be characterized by flat cores.
Burkert Andreas
Khochfar Sadegh
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