DARK MATTER IN GALAXIES

41
DARK MATTER IN GALAXIES Paolo Salucci (SISSA)

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DARK MATTER IN GALAXIES. Paolo Salucci (SISSA). Dennis: Rotation Curves, Dark Matter, Nature of, Role of Baryons. Importance of the topics but low interest from Scientific Community. Persic , M ., S. P ., 1988, MNRAS, 234 131 Dark and visible matter in spiral galaxies - PowerPoint PPT Presentation

Transcript of DARK MATTER IN GALAXIES

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DARK MATTER IN GALAXIES

Paolo Salucci (SISSA)

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Dennis: Rotation Curves, Dark Matter, Nature of, Role of Baryons.

Importance of the topics but low interest from Scientific Community

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Persic, M., S. P., 1988, MNRAS, 234 131

Dark and visible matter in spiral galaxies

Persic, M.; S. P., Stel, F. 1996 MNRAS, 281, 27

The universal rotation curve of spiral galaxies - I. The dark matter connection

Gentile, G.; S. P., Klein, U. 2004 MNRAS, 351, 903

The cored distribution of dark matter in spiral galaxies

S.P + 2007 MNRAS

The universal rotation curve of spiral galaxies out the virial radius II

S.P. ...... ADS reviews

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Central surface brightness vs magnitude

The Realm of Galaxies

15 mag range, 4 types, 16 mag arsec-2.range

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Stellar distribution L(R/RD)/LT is independent of luminosity

The light surface profile I(r) = I0exp (-R/RD).

A mass lenght-scale

luminosity independent?

1000 objects

Colo

rs a

re ra

dial

ly c

onst

ant

3RD

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RTF: magnitude vs log velocity @ different radii xi RD, [ xi=0.5,1,…5]

3 samples (600, 89, 78) M =ai + bi log V(xi)

No relationship ↔ V does not trace the mass

Vmax

Does the kinematics probe the mass distribution of galaxies ? Yes.

• Radial Tully Fisher

• Inner mass distribution

0.0 0.5 1.0 1.5 2.0 2.5 3.0

0

50

100

150

200

250

V

R/Rd

UGC2405

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Radial TF

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Slope and scatter of the TF-relations:MB = ai + bi log V(xi)

The slope increases from -4 to -8.

No change in slope ↔ no DM or a constant fraction of DM

The minimum scatter 0.2 mag at 2.2 RD

0.0 0.5 1.0 1.5 2.0 2.5 3.0 3.5 4.0-1

-2

-3

-4

-5

-6

-7

-8

-9

86 galaxies (Courteau) 967 galaxies (Mathewson)

Slo

pe

R/Rd

0.0 0.5 1.0 1.5 2.0 2.5 3.0 3.5 4.0

0.15

0.20

0.25

0.30

0.35

0.40

0.45

0.50

86 galaxies (Courteau) 967 galaxies (Mathewson)

scat

ter

R/Rd

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MODEL

V traces the potential

DM emerges at large radii

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Modelling the very inner circular velocities: light traces the mass

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Phenomenology of spiral kinematics

The rotation curves 3200 coadded individual

PSS

C+06

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RC slopes vary among galaxies and within them.

They indicate the presence and the amount of dark matter.

At 3 disk length scales

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The URC concept ➲ @ fixed L and x=R/RD, the Cosmic Variance of V(x,L) is

one order of magnitude smaller than the variations that:

➲in each galaxy, V(x) shows as x varies.

➲V(x) shows, @ each x, in galaxies of different L

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3.avi

../Desktop/3.avi

The URC

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Rotation curve modelling.

V d is k R➲ : from I-band photometry

➲ : from HI observations

• dark halos with constant density cores

• dark halos with “cusps” (NFW, Moore)

• HI-scaling

• MOdified Newtonian Dynamics

..t4bt5b

V h a lo R

V g a s R

V tot2 V DM

2 V disk2 V gas

2

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NFW Halos

Burkert Halos

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cored vs cusped

VNFW fits uniquely a rotation curve

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Modelling the Universal Rotation Curve

rotation velocity

stellar contribution

dark matter contribution

Stars

DM

LM

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A family governed by luminosity

DM

frac

tion

core radiushalo central density

luminosity

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The role of the slope of the RC

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Halo central density vs core radius scaling r 0 =10-23 (r0 /kpc)-1 g/cm3

dSph

B

URCWL

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Virial halo masses

andHMF M h dM h A M h1.84 dM h

HMF M h dM h dM b dM b BMF M b dM b

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Christiane Frigerio Martins

Weak lensingWith a density profile we model the tangential shear Obtain the structural free parameters.

Same results as those obtained from RCs.

Burkert profile provides excellent fit, better than NFW.

NFW

B

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DM halo density: observations vs simulations

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URCL

NFW

URCH

The UNIVERSAL velocity CURVE

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Dark halos from simulations

Halos form hierarchically bottom-up via grav. amplifications of initial density flucts. Most

evident property: CENTRAL CUSP

NFW r s

r r s 1 r r s2

M vir43 vir u Rvir

3 cvir Rvir r s 9.7 M vir 1012 M un0.09V vir

2 GM vir Rvir

cuspy NFW density profiles disagree with observed kinematics.

comparison galaxy by galaxy and of coadded kinematics.

The cusp vs core issue

NFW HALOS

• Fit badly the RCs

• Unphysically too low stellar mass-to-light ratios

• Unphysically too high halo masses

Navarro, Frenk & White, ApJ 462, 563 (1996)

Bullock et al., MNRAS 321, 559 (2001)

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A test case: ESO 116-G12

gas

stars

halo

Cored halos the best fits

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50 objects investigated

NFW inconsistent

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Theory Obis ssw

Obs Theory

DDO 47: a decisive case

NFW

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Results fromTrieste: analysis of highquality RCs

URC fits to RCs

DDO 47

Borriello & Salucci, MNRAS 323, 285 (2001)

Gentile, Tonini & Salucci, A&A 467, 925 (2007)Gentile et al., ApJ 634, L145 (2005)

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DDO 47: non circular motions?

R

V (m

inor

axi

s)

Triaxial halos predictions

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A Universal Mass Profile Walker et al 09Dwarf Spheroidal Galaxies

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LCDM Universal Rotation Curve from NFW profile and MMW theory

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➲ AN INTRIGUING PROPERTY

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A matter enigma

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DM in early-types: weak+strong lensing22 bright E/S0s at z ~ 0.2 (SLACS: Gavazzi et al. 2007)

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DARK MATTER IS PRESENT IN GALAXIES

IT IS STRONGLY RELATED TO THE LUMINOUS MATTER

THERE IS A SOLID EMPIRICAL SCENARIO

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We can uniquely mass model a RC

disk-halo components, known surf phot, reliable V(R) and dV/dR, resolution ~ 0.3 RD

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A way out? angular momentum exchange between baryons and DM Tonini Lapi Salucci

cusp

core