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Determining Abundances • Classical curve of growth analysis • Fine analysis or detailed analysis – computes a curve of growth for each individual line using a model atmosphere • Differential analysis – Derive abundances from one star only relative to another star – Usually differential to the Sun – gf values not needed • Spectrum synthesis – Uses model atmosphere, line data to compute the spectrum Jargon • [m/H] = log N(m)/N(H)star – log N(m)/N(H)Sun • [Fe/H] = -1.0 is the same as 1/10 solar • [Fe/H] = -2.0 is the same as 1/100 solar • [m/Fe] = log N(m)/N(Fe)star – log N(m)/N(Fe)Sun • [Ca/Fe] = +0.3 means twice the number of Ca atoms per Fe atom Solar Abundances from Grevesse and Sauval CNO Log e (H=12) 8 Fe 5 Sr, Y, Zr Sc 2 Ba Li, Be, B Eu -1 10 20 30 40 50 Atomic Number 60 70 80 Basic Methodology for “Solar-Type” Stars • Determine initial stellar parameters – – – – Composition Effective temperature Surface gravity Microturbulence • Derive an abundance from each line measured using fine analysis • Determine the dependence of the derived abundances on – Excitation potential – adjust temperature – Line strength – adjust microturbulence – Ionization state – adjust surface gravity Projects! • Derive the composition of Arcturus from high resolution infrared spectra. Compare results to optical determinations. – Adopt the published model atmosphere parameters – Use the Hinkle et al. atlas to measure equivalent widths – Derive gf values from the solar spectrum Project II • Derive the composition of one (or two or three) giants in the globular cluster M3 from high resolution IR Keck/NIRSPEC spectra – Differential analysis relative to Arcturus – Use published model atmosphere parameters Project III • Derive model atmosphere parameters from measured equivalent widths for the G8 III giant Epsilon Virginis • Use laboratory gf’s Project IV • Derive spectroscopic atmospheric parameters for the Sun from measured equivalent widths and published laboratory gf values • Determine the solar iron abundance from Fe I and Fe II lines Project V • Determine atmospheric parameters for a metal-poor giant or subgiant from measured equivalent widths and laboratory gf-values