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Juntai Shen (Shanghai Astro. Obs.) 沈俊太 (上海天文台) Dynamics of Disk Galaxies (Oct. 20, 2013 @ SNU) Structure of Bulges and Bars 1

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  • Juntai Shen (Shanghai Astro. Obs.) 沈俊太 (上海天文台)

    Dynamics of Disk Galaxies (Oct. 20, 2013 @ SNU)

    Structure of Bulges and Bars

    1

  • Bulges A disk galaxy = “bulge” + disk

    1st order approx. But how do we define a bulge?

    Bulge ≈ elliptical thing in the middle of a disk

    Morphology / Photometry Face-on: bulge=extra light in the center Edge-on: bulge=brighter and thicker

    center Kinematics

    Rotation vs. random motions Surrogate definition is easy, but what

    they are physically?

    2 Kormendy & Kennicutt (2004) Athanassoula (2008)

  • Bulges: physical classification

    Classical bulges

    Pseudobulges Central disky comp. Boxy bulges

    Peanut shape Side-on bars?

    Different formation & evolution paths

    Classification is difficult

    3 Kormendy & Kennicutt (ARAA, 2004)

    ~ ellipticals: formed in mergers

    Extra light or central thick component at small radii constructed from the disk by mostly internal secular processes

  • Classical bulges

    4

    ≈ Mini-elliptical; similar morphological, photometrical, and kinematical properties

    Major merger-made or made of clumps (Elmegreen et al. 2008)?

    Sersic n > 2 Less rotation-dominated

  • Pseudobulges (I)

    5

    Extra light at small R Formed from disk by internal secular processes Retain some memory of their disk origin More rotation dominated

    Cylindrical rotation Gas, dust, young stars Nuclear disky structures “Boxy bulges”: separate class

  • Pseudobulges (II)

    6

    Pseudobulges: lower n (

  • Boxy/peanut-shaped bulges

    7

    Sometimes show X-shaped extensions e.g. Bureau & Athanassoula (1999, 2005)

    ~45% edge-on disks have peanut-shaped bulges (Lutticke et al. 2000) Comparable to the fraction of bars

    HCG 87

  • Boxy peanut-shaped bulges: side-on bars? Simulation of bended/thickened bars

    Buckling/firehose instability (Toomre 1966) Bar formation buckling instability saturation

    B/PS bulges Combes & Sanders 1981; Raha et al. 1991

    Can also be explained by the vertical instabilities of bar-supporting x1 orbits e.g. Pfenniger & Friedli 1991; Skokos et al. 2002; Patis et al. 2002

    RZ σσ 3.0≤

  • Detailed study on Boxy/peanut-shaped bulges

    9

    3 types of bulges are likely to co-exist in the same galaxy

    How to separate their contributions First step: to isolate out contribution of boxy

    bulges See Zhao-Yu Li’s talk on Thursday:

    “Tomographic study of buckled bars”

  • Boxy/peanut-shaped bulges

    10

    3 buckled bars with different buckling strengths Purely collisionless, no gas, simple

    Li, Shen et al. in prep.

    Note that the boxy bulge is shorter than the bar

  • Boxy/peanut-shaped bulges

    11

    3 buckled bars with different buckling strengths Surface density profiles

    Well-fit by a single sersic profile

    Li, Shen et al. in prep.

  • Comparison with Edge-on Galaxies Similar density profile along the minor axis for the

    boxy bulge No central pseudobulge and extended “disk” in

    our model More in Zhao-Yu Li’s talk on Thursday

    Kormendy & Barentine (2010) Li, Shen et al. in prep.

  • The Milky Way bulge

    COBE Near IR image of the Milky Way

    Most of bulge stars are old (>5 Gyr, Clarkson et al. 2008) A wide range of metal abundances (McWilliam & Rich

    1994; Fulbright et al. 2006; Zoccali et al. 2008)

  • Stellar Kinematics of the Bulge BRAVA (Bulge Radial Velocity Assay) survey

    ~10,000 M giants as targets Stellar kinematics covering the whole Bulge

    Build a simple dynamical model to explain it

    14

    The Milky Way in NIR (COBE)

  • Modeling the Milky Way Bulge • A simple model of the

    Galactic bulge matches the BRAVA data extremely well in almost all aspects: – b = -4o major axis – b = -8o degree major axis – l = 0o degree minor axis – Surface density

    • A tale of two instabilities

    15

    Shen, J., et al 2010

  • Power of simplicity High resolution N-body simulations with millions

    of particles

    Cold massive disk, initial Q ~ 1.2

    A pseudo-isothermal rigid halo with a core which gives a nearly flat rotation curve of ~220 km/s from 5 to 20 kpc

    Inside solar circle, Mdisk/Mhalo ~ 1.5, max disk

    A good starting point

    16

  • Modeling the Milky Way Bulge --- Surface Brightness Map

    Sun DIRBE Composite map

    – The bar angle from kinematic constraint is about ~ 20o – The bar’s axial ratio is about 0.5 to 0.6, and its half-length is ~4kpc

    17 Shen, J., et al 2010

  • Modeling the Milky Way Bulge --- Match stellar kinematics in all strips strikingly well

    18 Shen, J., et al 2010 Cylindrical rotation: hard to reproduce with a classical bulge

  • A Significant Classical Bulge is Excluded

    The data excludes a pre-existing classical bulge with mass >~ 10% Mdisk; the MW is nearly a pure-disk galaxy! 19

  • Red clump: a good standard candle Along different lines of sight toward the Galactic

    bulge, red clumps split into two groups McWilliam & Zoccali 2010; Nataf et al. 2010; Saito et al. 2011

    Split Red Clumps in the Galactic Bulge

    Nataf et al. (2010)

    (0.27, -5.77) (-0.28, 5.76)

    McWilliam & Zoccali (2010)

  • The full length of the structure is ~2.3 kpc in the radial direction. It tilts away from the Sun-GC line by ~ 20° “The double peaked RC is inconsistent with the tilted bar

    morphology.” (McWilliam & Zoccali 2010)

    X-Structure in the Milky Way?

    McWilliam & Zoccali (2010)

  • End-to-end separations in the radial and vertical directions are roughly 3 kpc and 1.8 kpc, respectively.

    Contribute ~7% of the boxy bulge light Orbits trapped around the vertically-extended x1 family

    X-Structure in our model

    Li & Shen (2012) McWilliam & Zoccali (2010)

  • As the longitude decreases, the peak at large distance becomes stronger with more distant particles.

    The separation between the two peaks is roughly constant at different longitudes as in MZ10.

    Comparison with Observations

    Solar perspective

    Two vertical lines mark the peak positions in (+1, -8)

  • As the latitude decreases, the separation between the two peaks also decreases.

    The separation increases from ~2 kpc at b = ±5.5°to ~3 kpc at b = ±10.25°.

    Comparison with Observations

    Solar perspective

    Two vertical lines mark the peak positions in (+1, -8)

  • Comparison with Observations

    Saito et al. (2010)

    b = -6°

    b = -5°

    Li & Shen (2012)

    Solar perspective

    Similar result in Ness et al. (2012)

  • Vertical Metallicity Gradient can be reproduced

    with a secularly evolved bar/boxy bulge model

    not a strong argument for the existence of a classical bulge in the Milky Way.

    Mixing during the bar and buckling instabilities is incomplete, and therefore radial metallicity gradients in the initial disk can transform into gradients in the boxy bulge.

    26

    Martinez-Valpuesta & Gerhard (2013)

    A similar simple bar model as in Shen et al. (2010)

    Model Observations

  • Cautionary notes

    27

    Even unbarred galaxies can form boxy bulges Sellwood & Merritt (1994) Need to better understand their

    relevance to real obs. Not all pure disk galaxies have

    built a pseudobulge M33 has only a nucleus, not a

    classical or pseudobulge Or a pseudobulge has faded out

    into the disk? (KK04) Requires further study

  • Summary We seem to have somewhat coherent pictures on

    different types of bulges Formation of boxy bulges due to bars is easier to

    understand – helps to understand the formation and structure of composite bulges

    Disk buckles to make boxy / peanut-shaped bulges – main driver shaping the MW bulge

    The MW bulge is consistent with being a bar viewed edge-on

    There is an X in the MW bulge! Its properties qualitatively match obs.

    Further evidence that MW bulge formation is shaped mainly by internal dynamical instabilities 28

  • 29 Credit: Zhao-Yu Li

    That’s where I am gonna put the big black hole!

  • Thank you!

    30

    슬라이드 번호 1BulgesBulges: �physical classificationClassical bulgesPseudobulges (I)Pseudobulges (II)Boxy/peanut-shaped bulgesBoxy peanut-shaped bulges: side-on bars?Detailed study on Boxy/peanut-shaped bulgesBoxy/peanut-shaped bulgesBoxy/peanut-shaped bulgesComparison with Edge-on GalaxiesThe Milky Way bulge�Stellar Kinematics of the BulgeModeling the Milky Way Bulge Power of simplicityModeling the Milky Way Bulge --- Surface Brightness MapModeling the Milky Way Bulge ---� Match stellar kinematics in all strips strikingly wellA Significant Classical Bulge is ExcludedSplit Red Clumps in the Galactic BulgeX-Structure in the Milky Way?X-Structure in our modelComparison with ObservationsComparison with ObservationsComparison with ObservationsVertical Metallicity GradientCautionary notesSummary슬라이드 번호 29Thank you!SummaryFuture workBuckling instability and ellipticals슬라이드 번호 34Two bulge populationsDynamics of barsBars & ellipticals: fundamentally different!Naïve explanation of bar formationChallenges in disk galaxy formation of evolutionRed Clump StarsRecent work on the Bulge (I)The Milky Way as a pure-disk galaxyHighlighted by a Christian websiteHighlighted by a Christian websiteThe Milky Way is not specialNGC 4565: another giant pure-disk galaxyMany nearby spirals are nearly bulge-lessTake-home messagesPossible origins of bulgesClump-origin clumpsBekki & Tsujimoto 2011Inoue & Saitoh 2012MV & Gerhard 2013