DARK MATTER IN GALAXIES Paolo Salucci SISSA Dennis

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DARK MATTER IN GALAXIES Paolo Salucci (SISSA)

DARK MATTER IN GALAXIES Paolo Salucci (SISSA)

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

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

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

 The Realm of Galaxies 15 mag range, 4 types, 16 mag arsec-2. range

The Realm of Galaxies 15 mag range, 4 types, 16 mag arsec-2. range Central su rface br ightness vs magn itude

Stellar distribution L(R/RD)/LT is independent of luminosity The light surface profile I(r) = I

Stellar distribution L(R/RD)/LT is independent of luminosity The light surface profile I(r) = I 0 exp (-R/RD). A mass lenght-scale luminosity independent? Colors are radially constant 1000 objects 3 R D

Does the kinematics probe the mass distribution of galaxies ? Yes. • Radial Tully

Does the kinematics probe the mass distribution of galaxies ? Yes. • Radial Tully Fisher • Inner mass distribution Vmax 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

Radial TF

Radial TF

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

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

V traces the potential DM emerges at large radii MODEL

V traces the potential DM emerges at large radii MODEL

Modelling the very inner circular velocities: light traces the mass

Modelling the very inner circular velocities: light traces the mass

 Phenomenology of spiral kinematics The rotation curves 3200 coadded individual C+06 PSS

Phenomenology of spiral kinematics The rotation curves 3200 coadded individual C+06 PSS

RC slopes vary among galaxies and within them. They indicate the presence and the

RC slopes vary among galaxies and within them. They indicate the presence and the amount of dark matter. At 3 disk length scales

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

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

3. avi . . /Desktop/3. avi The URC

3. avi . . /Desktop/3. avi The URC

Rotation curve modelling. ➲ : from I-band photometry ➲ : from HI observations ➲

Rotation curve modelling. ➲ : from I-band photometry ➲ : from HI observations ➲ • dark halos with constant density cores • dark halos with “cusps” (NFW, Moore) • HI-scaling • MOdified Newtonian Dynamics. . t 4 bt 5 b

NFW Halos Burkert Halos

NFW Halos Burkert Halos

cored vs cusped VNFW fits uniquely a rotation curve

cored vs cusped VNFW fits uniquely a rotation curve

 Modelling the Universal Rotation Curve rotation velocity stellar contribution dark matter contribution Stars

Modelling the Universal Rotation Curve rotation velocity stellar contribution dark matter contribution Stars LM

 A family governed by luminosity DM fraction ha luminosity ral lo cent density

A family governed by luminosity DM fraction ha luminosity ral lo cent density co re ra di us

 The role of the slope of the RC

The role of the slope of the RC

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

Halo central density vs core radius scaling r 0 =10 -23 (r 0 /kpc)-1 g/cm 3 d. Sph B WL URC

Virial halo masses and

Virial halo masses and

Weak lensing With a density profile we model the tangential shear Obtain the structural

Weak lensing With a density profile we model the tangential shear Obtain the structural free parameters. NFW B Same results as those obtained from RCs. Burkert profile provides excellent fit, better than NFW. Christiane Frigerio Martins

 DM halo density: observations vs simulations

DM halo density: observations vs simulations

The UNIVERSAL velocity CURVE NFW URCL URCH

The UNIVERSAL velocity CURVE NFW URCL URCH

Dark halos from simulations Halos form hierarchically bottom-up via grav. amplifications of initial density

Dark halos from simulations Halos form hierarchically bottom-up via grav. amplifications of initial density flucts. Most evident property: CENTRAL CUSP Navarro, Frenk & White, Ap. J 462, 563 (1996) Bullock et al. , MNRAS 321, 559 (2001) The cusp vs core issue cuspy NFW density profiles disagree with observed kinematics. comparison galaxy by galaxy and of coadded kinematics. NFW HALOS • Fit badly the RCs • Unphysically too low stellar mass-to-light ratios • Unphysically too high halo masses

Moore, Nature 370, 629 (1994) Kravtsov et al. , Ap. J 502, 48 (1998)

Moore, Nature 370, 629 (1994) Kravtsov et al. , Ap. J 502, 48 (1998) Salucci & Burkert, Ap. J 537, L 9 (2000) de Blok, Mc. Gaugh & Rubin, AJ 122, 2396 (2000) Salucci MNRAS, 320, 1 (2001) Marchesini, D'Onghia, Chincarini et al. , Ap. J 575, 801 (2002) de Blok & Bosma, A&A 385, 816 (2002) Salucci, Walter & Borriello, A&A 409, 53 (2003) Donato, Gentile, Salucci MNRAS, 353, L 17 (2004) Gentile, Salucci, Klein et al. , MNRAS 351, 903 (2004) Gentile, Burkert, Salucci et al. Ap. J 634, L 145 (2005) Spekkens & Giovanelli AJ 132, 1426 (2006) Gentile, Salucci, Klein, et al. MNRAS, 375, 199 (2007) Salucci, Lapi, Tonini et al MNRAS 378, 41 (2007) Kuzio de Naray, Mc. Gaugh & de Blok, Ap. J 676, 920 (2008) de Blok, Walter, Brinks et al. AJ 136, 2648 (2008) Spano, Marcelin, Amram et al. MNRAS 383, 297 (2008) Walter, Brinks, de Blok et al. AJ, 136, 2563 (2008) Trachternach, de Blok, Walter, et al. AJ, 136, 2720 (2008) van Eymeren, Trachternach, Koribalski, et al. ar. Xiv: 0906. 4654

A test case: ESO 116 -G 12 halo stars gas Cored halos the best

A test case: ESO 116 -G 12 halo stars gas Cored halos the best fits

50 objects investigated NFW inconsistent

50 objects investigated NFW inconsistent

DDO 47: a decisive case NFW Theory Obis ssw Obs Theory

DDO 47: a decisive case NFW Theory Obis ssw Obs Theory

Results from Trieste: analysis of high quality RCs URC fits to RCs Borriello &

Results from Trieste: analysis of high quality RCs URC fits to RCs Borriello & Salucci, MNRAS 323, 285 (2001) DDO 47 Gentile et al. , Ap. J 634, L 145 (2005) Gentile, Tonini & Salucci, A&A 467, 925 (2007)

V (minor axis) DDO 47: non circular motions? Triaxial halos predictions R

V (minor axis) DDO 47: non circular motions? Triaxial halos predictions R

Dwarf Spheroidal Galaxies A Universal Mass Profile Walker et al 09

Dwarf Spheroidal Galaxies A Universal Mass Profile Walker et al 09

LCDM Universal Rotation Curve from NFW profile and MMW theory

LCDM Universal Rotation Curve from NFW profile and MMW theory

 A matter enigma

A matter enigma

DM in early-types: weak+strong lensing 22 bright E/S 0 s at z ~ 0.

DM in early-types: weak+strong lensing 22 bright E/S 0 s at z ~ 0. 2 (SLACS: Gavazzi et al. 2007)

DARK MATTER IS PRESENT IN GALAXIES IT IS STRONGLY RELATED TO THE LUMINOUS MATTER

DARK MATTER IS PRESENT IN GALAXIES IT IS STRONGLY RELATED TO THE LUMINOUS MATTER THERE IS A SOLID EMPIRICAL SCENARIO

We can uniquely mass model a RC disk-halo components, known surf phot, reliable V(R)

We can uniquely mass model a RC disk-halo components, known surf phot, reliable V(R) and d. V/d. R, resolution ~ 0. 3 RD

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

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