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Virial shocks in galaxy and cluster halos
Yuval Birnboim Hebrew University of Jerusalem, Israel
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What governs evolution of galaxies?
M100 and NGC1365 (AAO) M87 (AAO) Spirals Elliptical Color Blue Red Mass Small-medium Small-huge Age Young Old Gas Lots Little
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Gas & Galaxies: Common wisdom
Hubble expansion Gravitational instability Shock heating Cooling Angular momentum Accretion to galactic spiral disk Stars, SN, feedback
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Galaxy/Cluster segregation
Rees & Ostriker (1977) Silk (1977) Binney(1977) White & Rees (1978): tcool<tff – one central object (galaxy) tcool>tff – hydrostatic halo + many objects (cluster) Blumenthal, Faber, Primack & Rees 86
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Evolution of radii of gas shells – big halo
T(k) shocked gas cooling radius disk Birnboim & Dekel 2003
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Same stuff for a smaller halo
T(k) no shock – Cools like crazy! disk
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When can gas be hydrostatic? (argument for the adiabatic case)
Ideal gas: Gas in the halo Isentropic: Power law profile: Homologeous collapse
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Start with hydrostatic equilibrium:
The gravitational acceleration is: Stable: small perturbation inwards increases the ratio of pressure to gravity
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Let’s check the stability behind the shock
the ideal EOS: Let’s check the stability behind the shock for non-adiabatic processes: Compression time Cooling time Birnboim & Dekel 2003
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Perturbation analysis of the force equation
(sub-sonic) (homology)
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… and after some algebra:
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Assume hypothetic shock there and find out.
Had there been a shock here… Would’ve it been stable?
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Simulation confirms analytic model: shock when eff > crit=1.43
No free parameters, no fudge factors
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Cold Flows in Halos at z>1 most halos are M<Mshock→ cold flows
1013 1012 1011 M* of Press Schechter shock heating Mvir [Mʘ] 2σ (4.7%) Assuming: Overdensity evolution Metalicity evolution at z>1 most halos are M<Mshock→ cold flows 1σ (22%) redshift z Dekel & Birnboim 06
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Shock always forms at same mass
Time(Gyr) Time(Gyr)
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Cold flows and: The galaxy bi-modality High-z star forming galaxies Groups and clusters
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Applications - Cold flows and:
The galaxy bi-modality High-z star forming galaxies Groups and clusters
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Bi-modality: Age vs Stellar Mass
young old young old M*crit~3x1010Mʘ SDSS Kauffmann et al. 03
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Transition Scale Bulge/Disk Surface Brightness HSB spheroids LSB disks
M*crit~3x1010Mʘ M*crit~3x1010Mʘ SDSS Kauffmann et al. 03
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Color-Magnitude bimodality & B/D depend on environment (ie
Color-Magnitude bimodality & B/D depend on environment (ie. “halo mass”) environment density: low high very high Green valley disks spheroids Mhalo<6x1011 “field” Mhalo>6x1011 “cluster” SDSS: Hogg et al. 03
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Halo gas and AGN feedback
Feedback “strength” Hot halo 1011Mʘ 1012Mʘ 1013Mʘ Mh
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Halo gas and AGN feedback
Somerville et al. 2008
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Hot halos and Bi-modality
Green valley - a sharp cutoff in gas accretion to galaxies Feedback processes are “too smooth” Formation of hot halos makes feedback effects abrupt
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Applications The galaxy bi-modality High-z star forming galaxies Groups and clusters
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Deviations from the spherical cow approximation
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high-sigma halos: fed by relatively thin, dense filaments
typical halos: reside in relatively thick filaments, fed spherically the millenium cosmological simulation
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Cosmological Context MW: Halo is hot, filaments are hot.
Groups, Clusters, satellites Larger than average Rhalo>>Dfilament Cold flows Always unstable (1D analysis) Dekel & Birnboim 2006
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3D SPH hydro-simulations
Kereš et al. 2005 Kereš et al. 2009
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3D Eulerian hydro-simulations
Ocvirk et al. 2008 2e12 halo, z=4 2e12 halo, z=2.5
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Accretion at high-z Dekel & Birnboim 2006 Keres et al. 05-09
Agertz et al. 2009 Wechsler et al 2002, Dekel et al. 2009
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Star forming galaxies Cold accretion vs. Merger induced star bursts
BX/BM/sBzK, Dekel, Birnboim et al. 2009, Nature
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z=2 disks SINS Hα survey Förster Schreiber et al. 2009
Daddi et al. 2004 Bouché et al. 2007
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High accretion rate and galaxy structure: Clump clusters
Clumps in clump clusters: M= M⊙, D=~1kpc (Elmegreen et al. 07,09, SINS) Gas splashes into galaxies at ~200km/sec → Turbulence in ISM is ~50km/sec → Jeans mass goes up, disk becomes more Toomre stable Elmegreen et al. 2007
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High accretion rate and galaxy structure: Clump clusters
Genzel et al. 2010 Ceverino, Dekel & Bournaud 2009
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The galaxy bi-modality High-z star forming galaxies
Applications The galaxy bi-modality High-z star forming galaxies Groups and clusters Towards a solution of the overcooling problem of clusters (the “high-risk—high-gain” part of the talk)
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The cooling flow Problem in Cool Core Clusters
Allen & Ebeling No cool (<1keV) gas Star formation in brightest central galaxy lower by than expected from cooling BCG smaller by a factor or a few than expected (“failure to thrive”)
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Immediate suspect: AGNs
Artist’s impression for supermassive black hole, NASA/JPL-Caltech M87 – HST image
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Criteria for cluster heat source
1) Enough energy 2) Smooth in time (toff<tcool) 3) Smooth in space (<10kpc) 4) No explosions, please
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Clusters are not smooth!
Courtesy of Volker Springel
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Accretion and Gravitational heating in Clusters
Other forms of gravitational heating: conduction, feeding by streams that break near the center Dekel & Birnboim 2008
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Clump physics Hydrodynamic drag:
Heating by baryonic cold (10^4K) clumps Hydrodynamic drag:
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Clump physics Hydrodynamic drag Jeans mass (Bonnor-Ebert)
Heating by baryonic cold (10^4K) clumps Hydrodynamic drag Jeans mass (Bonnor-Ebert) K-H/R-T instabilities and clump fragmentation DF Conduction/evaporation (Gnat et al. 2010) Heating 1gr/cm^3 10-3gr/cm^3
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Gravitational heating by clumps
Murray & Lin 2004 Dekel & Birnboim 2008
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5% of baryons in clumps of 108M⊙ Clumps + Convection
Birnboim et al. 2011, submitted
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Cold gas in Perseus HVCs Conselice et al. 2001
Mass of structures: M⊙ (Fabian et al. 2008)
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Summary Threshold mass for hot halo formation ~ 1012M⊙
Crucial to matches the color magnitude bi-modality Most stars formed through cold flows In clusters, cold accretion in clumps actually heats!
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Thank you
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