719 research outputs found
Modelling the formation of today's massive ellipticals
The discovery of a population of massive, compact and quiescent early-type
galaxies has changed the view on plausible formation scenarios for the present
day population of elliptical galaxies. Traditionally assumed formation
histories dominated by 'single events' like early collapse or major mergers
appear to be incomplete and have to be embedded in the context of hierarchical
cosmological models with continuous gas accretion and the merging of small
stellar systems (minor mergers). Once these processes are consistently taken
into account the hierarchical models favor a two-phase assembly process and are
in much better shape to capture the observed trends. We review some aspects of
recent progress in the field.Comment: To appear in the Proceedings of IAU Symposium No. 295: "The
intriguing life of massive galaxies", D. Thomas, A. Pasquali and I. Ferreras,
ed
Major Mergers and the Origin of Elliptical Galaxies
The formation of elliptical galaxies as a result of the merging of spiral
galaxies is discussed. We analyse a large set of numerical N-Body merger
simulations which show that major mergers can in principle explain the observed
isophotal fine structure of ellipticals and its correlation with kinematical
properties. Equal-mass mergers lead to boxy, slowly rotating systems,
unequal-mass mergers produce fast rotating and disky ellipticals. However,
several problems remain. Anisotropic equal mass mergers appear disky under
certain projections which is not observed. The intrinsic ellipticities of
remnants are often larger than observed. Finally, although unequal-mass mergers
produce fast rotating ellipticals, the remnants are in general more anisotropic
than expected from observations. Additional processes seem to play an important
role which are not included in dissipationless mergers. Resolving these
problems might provide interesting new information on the structure and gas
content of the progenitors of early-type galaxies.Comment: 13 pages, 5 figures, research review, to appear in "Galaxies and
Chaos", eds. G. Contopoulos and N. Voglis (Springer
Spinning dark matter halos promote bar formation
Stellar bars are the most common non-axisymmetric structures in galaxies and
their impact on the evolution of disc galaxies at all cosmological times can be
significant. Classical theory predicts that stellar discs are stabilized
against bar formation if embedded in massive spheroidal dark matter halos.
However, dark matter halos have been shown to facilitate the growth of bars
through resonant gravitational interaction. Still, it remains unclear why some
galaxies are barred and some are not. In this study, we demonstrate that
co-rotating (i.e., in the same sense as the disc rotating) dark matter halos
with spin parameters in the range of -
which are a definite prediction of modern cosmological models - promote the
formation of bars and boxy bulges and therefore can play an important role in
the formation of pseudobulges in a kinematically hot dark matter dominated disc
galaxies. We find continuous trends for models with higher halo spins: bars
form more rapidly, the forming slow bars are stronger, and the final bars are
longer. After 2 Gyrs of evolution, the amplitude of the bar mode in a model
with is a factor of ~6 times higher, A_2/A_0 =
0.23, than in the non-rotating halo model. After 5 Gyrs, the bar is ~ 2.5 times
longer. The origin of this trend is that more rapidly spinning (co-rotating)
halos provide a larger fraction of trailing dark matter particles that lag
behind the disc bar and help growing the bar by taking away its angular
momentum by resonant interactions. A counter-rotating halo suppresses the
formation of a bar in our models. We discuss potential consequences for forming
galaxies at high-redshift and present day low mass galaxies which have
converted only a small fraction of their baryons into stars.Comment: 14 pages, 14 figures, 2 tables. Accepted for publication in MNRA
Stellar orbits in cosmological galaxy simulations: the connection to formation history and line-of-sight kinematics
We analyze orbits of stars and dark matter out to three effective radii for
42 galaxies formed in cosmological zoom simulations. Box orbits always dominate
at the centers and -tubes become important at larger radii. We connect the
orbital structure to the formation histories and specific features (e.g. disk,
counter-rotating core, minor axis rotation) in two-dimensional kinematic maps.
Globally, fast rotating galaxies with significant recent in situ star formation
are dominated by -tubes. Slow rotators with recent mergers have significant
box orbit and -tube components. Rotation, quantified by the
-parameter often originates from streaming motion of stars on
-tubes but sometimes from figure rotation. The observed anti-correlation of
and in rotating galaxies can be connected to a dissipative
formation history leading to high -tube fractions. For galaxies with recent
mergers in situ formed stars, accreted stars and dark matter particles populate
similar orbits. Dark matter particles have isotropic velocity dispersions.
Accreted stars are typically radially biased (). In
situ stars become tangentially biased (as low as ) if
dissipation was relevant during the late assembly of the galaxy. We discuss the
relevance of our analysis for integral field surveys and for constraining
galaxy formation models.Comment: 21 pages, 19 figure
The Surprising Anisotropy of Fast Rotating, Disky Elliptical Galaxies
The projected kinematical properties of unequal-mass merger remnants of disk
galaxies are analysed and shown to agree well with observations of disky, fast
rotating elliptical galaxies. This supports the major merger hypothesis of
early-type galaxy formation. However, in contrast to previous claims, the
merger remnants are very anisotropic with values of the anisotropy parameter
that are similar to equal-mass merger remnants that form boxy, slowly rotating
ellipticals. Including gas in the simulations does not change this result
although the line-of-sight velocity profile and the intrinsic orbital structure
are strongly affected by the presenceof gas. The kinematical difference between
boxy and disky ellipticals appears not to be the amount of anisotropy but
rather rotation and the shape of the velocity dispersion tensor. The apparent
isotropy of observed disky ellipticals is shown to result from inclination
effects. Even small inclination angles strongly reduce the measured anisotropy
of fast rotating systems, seen in projection. A second problem is the limited
amount of information that is available when measuring only the central
velocity dispersion and a characteristic rotation and ellipticity. Methods are
investigated that allow a better determination of the intrinsic anisotropy of
fast rotating early-type galaxies with known inclination angles.Comment: 7 pages, 6 figures, submitted to MNRA
Mass density slope of elliptical galaxies from strong lensing and resolved stellar kinematics
We discuss constraints on the mass density distribution (parameterized as
) in early-type galaxies provided by strong lensing
and stellar kinematics data. The constraints come from mass measurements at two
`pinch' radii. One `pinch' radius is defined such that the
Einstein (i.e. aperture) mass can be converted to the spherical mass almost
independently of the mass-model. Another `pinch' radius is chosen
so that the dynamical mass, derived from the line-of-sight velocity dispersion,
is least sensitive to the anisotropy of stellar orbits. We verified the
performance of this approach on a sample of simulated elliptical galaxies and
on a sample of 15 SLACS lens galaxies at , which have
already been analysed in Barnabe et al. (2011) by the self-consistent joint
lensing and kinematic code. For massive simulated galaxies the density slope
is recovered with an accuracy of , unless and
happen to be close to each other. For SLACS galaxies, we found good overall
agreement with the results of Barnabe et al. (2011) with a sample-averaged
slope . While the two-pinch-radii approach has larger
statistical uncertainties, it is much simpler and uses only few arithmetic
operations with directly observable quantities.Comment: accepted for publication in MNRA
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