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Observations of the stellar content of the Milky Way's bulge helps us to understand the stellar content and evolution of distant galaxies. In this brief overview I will first highlight some recent work directed towards measuring the history of star formation and the chemical composition of the central few parsecs of the Galaxy. High resolution spectroscopic observations by Ramirez et al. (1998) of luminous M stars in this region yield a near solar value for [Fe/H] from direct measurements of iron lines. Then I will present some results from an ongoing program by my colleagues and myself which has the objective of delineating the star formation and chemical enrichment histories of the central 100 parsecs of the Galaxy, the ‘inner bulge’. We have found a small increase in mean [Fe/H] from Baade's Window to the Galactic Center and deduce a near solar value for stars at the center. For radial distances greater than 1° we fail to find a measurable population of stars that are significantly younger than those in Baade's Window. Within 1° of the Galactic Center we find a number of luminous M giants that most likely are the result of a star formation episode not more than one or two Gyr ago.
Introduction
The structure and stellar content of the bulge of the Milky Way are often used as proxies in the study of other galactic bulges and of elliptical galaxies.
Within recent years, there has been a confluence of data that favors a large age for the bulges of the Milky Way and M31. A short formation timescale is required by the similarity in ages between the bulge and the old, metal-rich globular clusters. Detailed abundances of bulge giants are consistent with a short enrichment timescale. The bulge of M31 is similarly old and even more metal-rich than the Galactic bulge. There appears to be a strong connection between the M31 bulge and the halo, as metal-rich giants are found in M31 out to great distances. The stellar populations data support a rapid bulge formation timescale, perhaps even less than 1 Gyr.
Introduction
“We must conclude, then, that in the central region of the Andromeda Nebula we have a metal-poor Population II, which reaches −3m for the brightest stars, and that underlying it there is a very much denser sheet of old stars, probably something like those in M67 or NGC 6752. We can be certain that these are enriched stars, because the cyanogen bands are strong, and so the metal/hydrogen ration is very much closer to what we observe in the Sun and in the present interstellar medium than to what is obwserved for Population II. And the process of enrichment probably has taken very little time. After the first generation of stars has formed, we can hardly speak of a ‘generation’, because the enrichment takes place so soon, and there is probably very little time difference.
By
K. Kuijken, Kapteyn Institute, PO Box 800, 9700 AV Groningen, The Netherlands Visiting Scientist, Dept. Theoretical Physics, University of the Basque Country
The relevant dynamical processes for bulge formation are reviewed: collapse, accretion, bar formation, stochastic heating and external forcing. All of these processes take place at some level, but it appears hard to escape the conclusion that bulges formed quickly and early.
Introduction
There are many beautiful examples of galaxies with prominent bulges to be found in any atlas of normal galaxies. Superficially bulges appear to share many properties with elliptical galaxies: there are many similarities in shape, stellar population and stellar dynamics between ellipticals and bulges (see Wyse, Gilmore and Franx 1997 for a review). To the eye, bulges appear to be a quite distinct component of disk galaxies. They appear as high surface brightness, concentrated central objects in the, often considerably larger and fainter, disk. Often also, they have quite a distinct colour, and, as the name suggests, they are considerably fatter than the disk.
Tempting as it is to consider bulges as a completely separate subsystem of galaxies, it would be wrong to ignore the relation between a bulge and the surrounding galaxy. Gravity links all components of a galaxy, and the central position of the bulge means that it will certainly be influenced by the other parts. Also, the bulge is the natural place for dissipated material to end up, and this is likely to have a profound effect on the star formation history of the bulge.
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Part 4
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Physical Processes in Bulge Formation
By
H. Hasan, Office of Space Science, NASA Headquarters, Washington DC 20546, USA Space Telescope Science Institute, 3700 San Martin Dr., Baltimore MD 21218, USA
An analysis of stellar orbits in a doubly barred galaxy shows that the effect of a secondary bar is to destabilize the orbits, the process being accompanied by the appearance of vertical resonances which would enable stars to leave the galactic plane and move into the bulge. This phenomenon could contribute to bulge formation. Results of the orbital analysis are presented and their significance discussed.
Introduction
The role of a secondary bar in shaping the morphology of a galaxy and its possible contribution to bulge formation is an issue which is currently largely unexplored. With more powerful observing techniques beginning to become available, a new look at galaxies which had been classified as unbarred shows that several of them possess a primary bar and some even show secondary bars (Mulchaey et al. 1997). If secondary bars are more prevalent than previously supposed, it is conceivable that they play a role in the secular evolution of galaxies much in the same way as do central mass concentrations (e.g. Hasan & Norman 1990, Sellwood & Moore 1999, Merritt 1998.) Nested gaseous bars have been produced in N-body simulations (Friedli & Martinet 1993; Heller & Shlosman 1994) suggesting that a system of embedded bars may be effective in transporting gas to the galactic center (Pfenniger & Norman 1990, Shlosman et al. 1989), thus influencing galactic evolution. An intuitive insight into the evolutionary process may be gained by examining the stellar dynamics in such systems.
Our new statistical study of bulges of disk galaxies reveals a frequency of almost 50% being boxy-or peanut-shaped. Therefore very common processes are required to explain this high fraction. In an analysis of a possible relation between this internal structure and the environment of galaxies with boxy/peanut-shaped bulge we find that on large scales there is no hint for a connection. However, galaxies with boxy- or peanut-shaped bulges have more companions and satellites and show more frequently interactions than a control sample. Thus we conclude that the small-scale environment is important for the existence of such bulges. The most likely reason responsible for the development of boxy/peanut-shaped bulges is a bar originating from galaxy interaction in stable disks or by an infalling satellite.
Introduction
Boxy- and peanut-shaped (hereafter referred to simply as boxy or b/p) bulges are not really as peculiar as it seemed in the past, and very common processes are required to explain their high frequency. At present several mechanisms for their origin are discussed. Binney & Petrou (1985) and Whitmore & Bell (1988) suggest that these structures result from material accreted from infalling satellite companions (soft merging). An alternative mechanism for forming boxy bulges are instabilities or resonances animated by bars (Combes et al. 1990; Raha et al. 1991). N-body simulations for stars in barred potentials have demonstrated that this theory and observational evidence are consistent (in particular from gas kinematics, e.g. Kuijken & Merrifield 1995).
The gravitational clustering hierarchy and dissipative gas processes are both involved in the formation of bulges. Here I present a simple empirical model in which bulge material is assembled via gravitational accretion of visible companion galaxies. Assuming that merging leads to a starburst, I show that the resulting winds can be strong enough to self-regulate the accretion. A quasi-equilibrium accretion process naturally leads to the Kormendy relation between bulge density and size. Whether or not the winds are sufficiently strong and long lived to create the quasi-equilibrium must be tested with observations. To illustrate the model I use it to predict representative parameter-dependent star formation histories. The bulge building activity appears to peak around a redshift z ∼ 2, with tails to both higher and lower redshifts.
Introduction
Bulges are stellar dynamical pressure supported systems that generally have much higher surface brightnesses than galactic disks. They therefore have undergone more collapse than galactic disks, evidently with the angular momentum barrier removed. Galaxy merging is an inevitable process that redistributes any pre-merger stars into a physically dense, but phase density lowered, pressure supported distribution. Stellar dynamical mergers produce objects with flattenings largely unrelated to their rotation. In the presence of gas, merging is empirically associated with an often dramatic rise in star formation. These new stars that are formed in place almost certainly reflect the chemical history and the dynamical state of the growing bulge.
from
Part 4
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Physical Processes in Bulge Formation
By
L. Ciotti, Osservatorio Astronomico di Bologna, via Zamboni 33, 40126 Bologna, ITALY; Scuola Normale Superiore, Piazza dei Cavalieri 7, 56126 Pisa, ITALY
In the context of studying the properties of the mutual mass distribution of the bright and dark matter in bulges (or elliptical galaxies), the properties of the analytical phase–space distribution function (DF) of two–component spherical self–consistent stellar systems (where one density distribution follows the Hernquist profile, and the other a γ = 0 model, with different total masses and core radii [HO models]) are here summarized. A variable amount of radial Osipkov–Merritt (OM) orbital anisotropy is allowed in both components. The necessary and sufficient conditions that the model parameters must satisfy in order to correspond to a model where each one of the two distinct components has a positive DF (the so–called model consistency) are analytically derived, together with some results on the more general problem of the consistency of two–component γ1 + γ2 models. The possibility to add in a consistent way a black hole at the center of radially anisotropic γ-models is also discussed. In the particular case of HO models, it is proved that a globally isotropic Hernquist component is consistent for any mass and core radius of the superimposed γ = 0 halo. On the contrary, only a maximum value of the core radius is allowed to the γ = 0 component when a Hernquist halo is added. The combined effect of halo concentration and orbital anisotropy is successively investigated. […]
By
C.M. Urry, Space Telescope Science Institute, 3700 San Martin Dr., Baltimore MD 21218, USA,
R. Scarpa, Space Telescope Science Institute, 3700 San Martin Dr., Baltimore MD 21218, USA,
M. O'Dowd, Space Telescope Science Institute, 3700 San Martin Dr., Baltimore MD 21218, USA,
M. Giavalisco, Space Telescope Science Institute, 3700 San Martin Dr., Baltimore MD 21218, USA,
R. Falomo, Osservatorio Astronomico di Padova, Vicolo Dell'osservatorio 5, 35122 Padova, Italy,
J.E. Pesce, Eureka Scientific, 657 Cricklewood Dr., State College PA 16803, USA,
A. Treves, University of Insubria, via Lucini 3, 22100 Como, Italy
AGN are known to lie in galaxies, and both galaxies and AGN evolve similarly over cosmic time (e.g., Silk & Rees 1998). This suggests a close connection between the nuclear phenomena associated with black holes and the formation and evolution of ordinary galaxies. The host galaxies of AGN are a direct probe of the AGN-galaxy connection. Among AGN, BL Lac objects are know to reside mostly, if not systematically, in elliptical galaxies. BL Lac can therefore probe (massive) spheroids to large redshifts. Results from an HST WFPC2 survey of ∼ 100 BL Lac objects are here presented.
Introduction: The Range of Radio-Loud AGN
While AGN are clearly unified through orientation (Antonucci 1993; Urry & Padovani 1995), important intrinsic differences remain. For example, extended radio lobes form only when the radio power exceeds a threshold that increases with galaxy luminosity (Ledlow & Owen 1996, Bicknell 1995). Powerful FRII radio galaxies (defined by their lobe morphologies; Fanaroff & Riley 1974) correspond to the most luminous quasars, while lower luminosity FRI radio galaxies correspond to BL Lac objects (Urry & Padovani 1995).
At any given redshift z, the full range of luminosity needs to be explored in host galaxy studies, to separate trends in host galaxy properties with nuclear AGN luminosity from a possible redshift dependence.
By
R. Peletier, Dept. of Physics, University of Durham, South Road, Durham, DH1 3LE, UK,
R.L. Davies, Dept. of Physics, University of Durham, South Road, Durham, DH1 3LE, UK
We present a study in B, I and H of a magnitude-limited sample of galactic bulges using WFPC2 and NICMOS. The high spatial resolution of HST allows us to study the dust contents near the center, and stellar populations in dust-free regions. We find extinction in 19/20 galaxies and infer an average central extinction of Av = 0.6 − 1.0 mag. For galactic bulges of types S0 to Sb, the tightness of the B − I vs I − H relation suggests that the age spread among bulges of early type galaxies is small, at most 2 Gyr independent of environment. Comparison with stellar population models shows that the bulges are old. Colors at 1 bulge effective-radius, where we expect extinction to be negligible, suggest that all of these bulges formed around at the same time as bright galaxies in the Coma cluster.
Introduction
The formation of the central bulges of spiral galaxies is an unsolved facet of galaxy formation. There are currently two main scenarios for the formation of bulges: the classical picture (e.g. Eggen, Lynden-Bell & Sandage 1962), where bulge formation is described by collapse of a primordial gas cloud into clumps, which then merge together. The disk forms only after the last massive merger via gas infall. In the second scenario, the secular evolution of disks (e.g. Pfenniger & Norman 1990), a bulge is formed through dynamical instabilities in the disk, which first create a bar, and later a bulge.
By
S.C. Trager, Carnegie Observatories, 813 Santa Barbara Street, Pasadena CA 91101, USA,
J.J. Dalcanton, Department of Astronomy, University of Washington, Box 351580, Seattle WA 98195-1580, USA,
B.J. Weiner, Carnegie Observatories, 813 Santa Barbara Street, Pasadena CA 91101, USA
We present first results from an on-going survey of the stellar populations of the bulges and inner disks of spirals at various points along the Hubble sequence. In particular, we are investigating the hypotheses that bulges of early-type spirals are akin to (and may in fact originally have been) intermediate-luminosity ellipticals while bulges of late-type spirals are formed from dynamical instabilities in their disks. Absorption-line spectroscopy of the central regions of Sa–Sd spirals is combined with stellar population models to determine integrated mean ages and metallicities. These ages and metallicities are used to investigate stellar population differences both between the bulges and inner disks of these spirals and between bulges and ellipticals in an attempt to place observational constraints on the formation mechanisms of spiral bulges.
Introduction
Current thinking considers two major pathways to the formation of spiral bulges. Simplistically, either the bulge formed before the disk (‘bulge-first’, e.g. van den Bosch 1998, and these proceedings), or formed from the disk (‘disk-first’, e.g. Combes & Sanders 1981). Previous studies have shown that bulges of big-bulge spirals (like M31) share at least some stellar population properties with mid-sized elliptical galaxies. They fall along the Dn−σ0 relation (Dressler 1987) and the Fundamental Plane (Bender, Burstein & Faber 1992). Moreover, Jablonka et al. (1996) and Idiart et al. (1996) find that bulges of spirals (as late as Sc) fall along the Mg−σ0 relation defined by early-type galaxies, suggesting that bulges share a mass-metallicity relation with elliptical galaxies.
Galactic disks are thought to originate from the cooling of baryonic material inside virialized dark halos. In order for these disks to have scalelengths comparable to observed galaxies, the specific angular momentum of the baryons has to be largely conserved. Because of the spread in angular momenta of dark halos, a significant fraction of disks are expected to be too small for them to be stable, even if no angular momentum is lost. Here it is suggested that a self-regulating mechanism is at work, transforming part of the baryonic material into a bulge, such that the remainder of the baryons can settle in a stable disk component. This inside-out bulge formation scenario is coupled to the Fall & Efstathiou theory of disk formation to search for the parameters and physical processes that determine the disk-to-bulge ratio, and therefore explain to a large extent the origin of the Hubble sequence. The Tully-Fisher relation is used to normalize the fraction of baryons that forms the galaxy, and two different scenarios are investigated for how this baryonic material is accumulated in the center of the dark halo. This simple galaxy formation scenario can account for both spirals and S0s, but fails to incorporate more bulge dominated systems.
Introduction
Despite considerable progress in our understanding of the formation of galaxies, the origin of the Hubble sequence remains a major unsolved problem. The main morphological parameter that sets the classification of galaxies in the Hubble diagram is the disk-to-bulge ratio (D/B).
Inspecting a sample of edge-on galaxies selected from the RC3 (de Vaucouleurs et al. 1991) with D25 >2arcmin (∼1350 galaxies) on the ‘Digital Sky Survey’ we have identified a class of approximately 20 disk galaxies with prominent, large, and boxy bulges. These bulges all show irregularities and asymmetries which are suggestive of them being formed just recently and not yet dynamically settled. We will present some examples and first results from CCD follow-up observations.
While the large frequency of boxy- or peanut-shaped bulges in disk galaxies (nearly 50%) is best explained by the response of the stellar disk to a bar potential, we propose soft-merging of companions as the most likely scenario for the evolution of this new class of thick boxy bulges.
Introduction
Statistics of boxy- and peanut-shaped (b/p) bulges in edge-on galaxies show (Shaw 1987, Dettmar 1989) that such bulges are not really that peculiar as it seemed in the past and very common processes are required to explain the high frequency. At present several mechanisms for their origin are discussed. Binney & Petrou (1985) and Whitmore & Bell in their paper on IC 4767 (1988) suggested that these structures may result from material accreted from infalling satellite companions (soft merging). An alternative mechanism for forming boxy bulges are instabilities or resonances animated by bars (Combes et al. 1990; Raha et al. 1991). N-body simulations for stars in barred potentials have demonstrated that with regard to the shape of bulges this theory and observational evidence are consistent.
Figure rotation substantially increases the fraction of stochastic orbits in triaxial systems. This increase is most dramatic in systems with shallow cusps showing that it is not a direct consequence of scattering by a central density cusp or black hole. In a recent study of stationary triaxial potentials (Valluri & Merritt 1998) it was found that the most important elements that define the structure of phase space are the two-dimensional resonant tori. The increase in the fraction of stochastic orbits in models with figure rotation is a direct consequence of the destabilization of these resonant tori.
The presence of a large fraction of stochastic orbits in a triaxial bulge will result in the evolution of its shape from triaxial to axisymmetric. The timescales for evolution can be as short as a few crossing times in the bulges of galaxies and evolution is accelerated by figure rotation. This suggests that low luminosity ellipticals and the bulges of early type spirals are likely to be predominantly axisymmetric.
Introduction
It is now widely believed that the effects of central black holes and cusps on the dynamics of triaxial galaxies are well understood: the box orbits which form the back bone of triaxial elliptical galaxies become chaotic due to scattering by the divergent central force (e.g. Gerhard & Binney 1985). The scattering of these orbits then results in the evolution of the triaxial galaxy to an axisymmetric one whose dynamics is dominated by well behaved families of regular orbits.