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Lecture 11: Age and Metalicity from Observations Z “Closed Box” model with constant yield: Z(t) ln (t) metalicity yield gas fraction Z(t) as t Ignores: 1 1. IGM--ISM exchanges: IGM falls into galaxy ISM blown out of galaxy 2. SN Ia, stellar winds, PNe, novae, etc. 3. Initial enrichment by e.g. Pop.III stars prior to galaxy formation? 4. Faster enrichment (more SNe) in high-density regions of galaxy. Z Z(t) ln (t) 1 (t) e Z Z(t) t /t 1 t / t t Ellipticals: t M0 t Ý M (t) 1 t /t t Spirals: t 1 t t Z Z(t) ln 1 t /t t t Z Z(t) ln (t) (t) 1 t /t M0 t f Ýburst M f 1 1 1 Irregulars: Z Z(t) ln 1 t /t t t t t Age Estimates Main sequence lifetime: HR diagram 1 MS MS M L 7 10 yr M. L . L 9 giants Lmax 43 L 7 10 L . 9 yr (since L M 4 M L1/ 4 ) Main sequence B-V Lmax (top of main sequence) gives age t. Abundance Measurements • • • • Star spectra: absorption lines Gas spectra: emission lines Galaxy spectra: both Metal-rich/poor stars: stronger/weaker metal lines . relative to H. HII region spectra Stellar spectra • Lab measurements: Unique line signature for each element. High-Resolution Spectra Abundance Measurements Spectra Line strengths (equivalent widths) + Astrophysics Stellar atmosphere models + Physics Laboratory calibrations Fe H , etc. (Full details of this process are part of other courses) Bracket Notation Bracket notation for Fe abundance of a star relative to the Sun: Fe H n(Fe) n(Fe) log 10 log 10 n(H) n(H) . atoms of Fe atoms of H n(Fe) n(H) log 10 n(Fe) n(H) . And similarly for other metals, e.g. relative to Fe: O Fe C , , ... Fe Star with solar Fe abundance: Fe 0.0 H Fe log 10 2 0.3 Twice solar abundance: H Fe Half solar abundance: log 10 ? ? H [Xi/Fe] vs [Fe/H] Metallicity Metalicity (by mass): f n(Mg) Z n(H) 4 n(He) f n(Mg) X vs Abundance Abundance (by number): Mg H n(Mg) n(Mg) log 10 log 10 n(H) * n(H) . n(H) n(H) 4 n(He) f n(Mg) Z . Z log 10 log 10 f X . f X Z n(Mg) f X n(H) Z X . log 10 Z . X (where f = some factor) Z X 10 Mg X. Z . H 10 Mg H Primordial: Xp = 0.75, Yp = 0.25, Zp = 0.00 Solar: X . = 0.70, Y . = 0.28, Z . = 0.02 . Key Observational Results Z log() 1. More gas used --> higher metallicity. Z 1/distance from galaxy centre 2. More metals near centres of galaxies. Infall of IGM on outskirts + gas migrates to centre. More star generations --> lower at centre. Z L0B.3 3. Small (low luminosity) galaxies have lower metallicities. • Dwarf irregulars: form later (young galaxies), high • Dwarf ellipticals: SN ejecta leave the galaxy, low Less Metals in Small Galaxies faint ----> bright More metals near Galaxy Centres Ellipticals (NGC 3115) Spirals (M100) Review of Course • Main events in the evolution of the Universe: – – – – – – The Big Bang (caused by ???) Symmetry breaking matter/anti-matter ratio Quark + antiquark annihilation photon/baryon ratio The quark soup heavy quark decay Quark-Hadron phase transition and neutron decay n/p ratio Big Bang nucleosynthesis primordial abundances Xp = 0.75 Yp = 0.25 Zp = 0.0 – Matter-Radiation equality – Recombination/decoupling the Cosmic Microwave Background – Galaxy formation and chemical evolution of galaxies • Main events in the chemical evolution of galaxies: – Galaxy formation Jeans Mass • Ellipticals • Spirals • Irregulars SFRs, gas fraction (t) – Star formation = efficiency of star formation • The IMF (e.g., Salpeter IMF) – Stellar nucleosynthesis metals up to Fe yield • Black holes, white dwarfs, neutron stars – Supernova (i.e., SN 1987A) metals beyond Fe • r, p, and s process • Abundances X = 0.70 Y = 0.28 Z = 0.02 (solar abundances) – Planet formation Life!