Evolution of Galaxies: IMF SFR - SFH

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Evolution of Galaxies: IMF SFR - SFH J.Köppen joachim.koppen@astro.unistra.fr http://astro.u-strasbg.fr/~koppen/jkhome.html

Galactic (Chemical) Evolution is driven by stars which burn hydrogen on the Main Sequence unique relation mass-temperature-lifetime-yield All we need to know: how many stars of each mass are born anywhere and at any time

Stellar birth function number of stars with mass (m,m+dm) on the main sequence born between (t,t+dt) in a region (x,y,z) in a galaxy out of a volume (mass) element = SBF(m,t,x,y,z) * Dm * Dt *rdv There could be many other physically important parameters (gas temperature, metallicity, frequency of passing spiral arms, turbulence, magn.field ), but the SBF is already too general to be useful!!!

More useful approach SBF = IMF(m)*Dm * SFR(t,r)*Dt *rdv Initial Mass Function j = spectrum of stellar masses at beginning of main sequence: various definitions dn/dm, dm/dm=m*dn/dm, dn/dlogm=m*dn/dm, dm/dlogm=m²*dn/dm j(m)dm =1, j(m)dlogm =1. [dn/dm] = 1/Msun. Star Formation Rate y = how much gas mass is turned into how much stellar mass per unit of time [SFR] = Msun/Gyr/Msun!

Miller+Scalo 1979 Determination of the IMF Principle: count all main sequence stars The local IMF (solar nh d, < 1kpc) (1) Apparent magnitude + distance absolute brightness Luminosity function dn/dm

Determination of the IMF (2) Eliminate giants, white dwarfs, binaries (HRD) (3) Use magnitude-mass relation: empirical: binary stars theoretical: stellar structure+atmosphere (hence depends on composition) Miller+Scalo 1979

Miller+Scalo 1979 Determination of the IMF This gives the PresentDayMassFunction PDMF = dn/dmass

Miller+Scalo 1979 Determination of the IMF (4) Interpretation: Long-lived stars accumulate in time dn dm = t 1 0 φ(m)y t dt for all stars with τ MS > t 1 disk evolution from t=0 to t 1 since we assumed time-independent IMF.: dn/dm = IMF(m) * <SFR> * t 1 O.K. for solar vicinity: m = 0.1 1 Msun, i.e. later than G0, MV > 5 mag

Miller+Scalo 1979 Determination of the IMF (4) Interpretation: short-lived stars are the last generation only dn = dm t 1 t 1 τ MS (m) φ(m)y t dt for τ MS < t 1 very short-lived stars: SFR=const for τ MS t 1 dn/dm = IMF(m) * SFR(t 1 ) * τ MS (m) m > 2 Msun τ MS < 1 Gyr, i.e. earlier than A0, MV < 1 mag

Miller+Scalo 1979 Match the two branches by demanding that IMF should be a continuous curve IMF(low mass) = <SFR> IMF(high mass) SFR(t 1 ) t 1 τ MS (m) 0.18 2.5

The local IMF Shown here as dmass/ dlog(stellar mass) = m² * dn/dm MillerScalo79 NB. In first attempt to get the IMF Salpeter in 1955 used a power law dn/dm m -2.35 still useful for -- reference -- if nothing is known!

IMFs in other places Orion cloud Kroupa01 Distant regions/sources: technique: compare CMDs with population synthesis models (assume IMF, SFR(t)) Kroupa2002: some differences seen in clusters and other regions, also LMC, SMC but assumption of universal IMF remains sensible

Theoretical IMFs Miller+Scalo 1979

IMF conclusions Assumption of universal IMF is useful Use of Salpeter s IMF is reasonable Theoretical derivations of IMF (from fragmentation of clouds) too uncertain to have predictive power

SFR = star formation rate

M31 in optical, IR, Xrays

current SFR: count young objects HII regions: 100 F Hα SFR today IMF dm 20 obscuration by dust (radio cont., Bracket lines IR) OB stars (UV 1550A, blue continuum) Warm dust (FIR, 10 100µm ) heated by stars Radio continuum (thermal+nonthermal) TTau stars SNR (optical, Xrays)

Solar neighbourhood Direct star counts (M >2 Msun) SFR dz 3 Msun/Gyr/pc² with gas surface density Sg = ρ g dz = 5..10 Msun/pc² tsfr = rg/sfr = 2..3 Gyr

Spiral galaxies Kennicutt 1989+98: SFR dz (S gas ) 1.4±0.3 M.Schmidt 1959: (S gas ) 2 centers of normal disks

Past SFR = count old objects mass surface density in solar nh d: Oort limit : vertical oscillations of stars grav.potential Sstars = 80 100 Msun/pc² Sgas = 5..10 gas fraction = 0.1.. 0.2 Simple model of gas consumption: g = y + (1 α) y with y = g/τ SFR and α 0.8 gives f gas = g g 0 = exp ( αt τ SFR ) SFR timescale = 4 6 Gyr

SFR on physical parameters? SF associated with dense, cold, dusty regions Gas density:? volume r or surface S? dependence, power law, what exponent (1.4 Kennicutt)? what gas: HI or H2 = CO or HI + H2 Other parameters Differential rotation spiral arms pass more often thru regions closer to centre (radial depend., Talbot 1980, Wyse+Silk 1989) Galactic potential: keeps gas together so it forms stars: galactic mass (Dopita 1985) Induced (stimulated) star formation: SN explosions trigger clouds into collapse SF waves (SSPSF Gerola+Seiden 1980, cellular automaton)

Spirals: gas fraction increases outward

Most likely form of SFR? y S x r -y Kennicutt average past SFR Current SFR from Ha & gas: no explicit radial dependence Köppen+Fröhlich 1997

Star Formation History

Star formation history (SFH) Solar neighbourhood IMF determination SFR/<SFR> [Fe/H] + (kinematics stellar ages) AMR (age-metallicity relation) chemical evolution model constrains possible SFHs (Twarog 80, Meusinger 91, Rocha-Pinto 96) Match observed HRD or CMD by synthetic stellar populations (Vergely 02 : inverse method!)

AMR Rocha-Pinto (1996) SFH

Hipparcos HRD (i.e. CMD) This mixture of stars of all masses, all ages and all metallicities contains all the information about IMF, SFH, AMR With the base of stellar isochrones one can use an inverse method to extract this information Vergely 2002

SFH (fixed IMF, fixed metallicity) fixed IMF: log(age) SFH AMR AMR Obs.: Edvardsson log(age)

SFH of the Universe: Lilly/Madau plot SFR indicators: UV: 1500 2800A Recombination lines: Ha, Hb Forbidden lines: [OII] (empirical relations) H Lyman a mid- and far-ir: 10 1000µm Radio continuum: 1.4 GHz Xrays: 0.5..10 kev Proper compensation for source redshifts

The original Lilly Madau plots Lilly et al. 1996 Madau et al. 1996

age 0 5 10 11 12 Gyr Hatched and green: 24μm Red star: radio Blue: optical/uv DLAs Hopkins et al. 2005, 2006

Curves vertically offset for clarity Downsizing: dependence of SFH on stellar mass Massive galaxies have formed early. They now are in clusters, while the less massive ones Inhabit low-density regions 10 5 SDSS galaxies Heavens 2004