The Baryon Halo of the Milky Way: A Fossil Record of Its Formation

Author:

Bland-Hawthorn Joss1,Freeman Ken2

Affiliation:

1. Anglo-Australian Observatory, PO Box 296, Epping, NSW 2121, Australia.

2. Mount Stromlo and Siding Spring Observatories, Private Bag, Weston Creek ACT 2611, Australia.

Abstract

Astronomers believe that the baryon (stellar) halo of the Milky Way retains a fossil imprint of how it was formed. But a vast literature shows that the struggle to interpret the observations within a consistent framework continues. The evidence indicates that the halo has built up through a process of accretion and merging over billions of years, which is still going on at a low level. Future satellite missions to derive three-dimensional space motions and heavy element (metal) abundances for a billion stars will disentangle the existing web and elucidate how galaxies like our own came into existence.

Publisher

American Association for the Advancement of Science (AAAS)

Subject

Multidisciplinary

Reference115 articles.

1. In 1995 the Hubble Space Telescope was used to observe a 2′ patch of sky for 225 hours [

2. Williams R. E., et al., Astron. J. 112, 1335 (1996);

3. ]. These are the deepest images ever obtained of the high-redshift universe. About 1500 sources were identified in this small field. At the same depth it would be possible to catalog ∼100 billion sources over the full sky.

4. Light from objects receding from Earth produces a spectrum that is shifted toward longer wavelengths. The observed wavelength λ of a spectral line with known wavelength λ o obeys the equation 1 + z = λ/λ o where z is referred to as the “redshift” of the object. Celestial objects have been detected up to redshifts of 5 or more. Because light propagates at a finite speed objects at higher redshifts are seen at earlier times in the universe. The “look back” time τ has a complicated dependence on redshift and the normalized mean density of matter and energy in the universe. A simple form exists for an empty universe that is τ = z /[ H o (1 + z )] where H o is Hubble's constant (∼75 km s −1 Mpc −1 ). The use of redshift will ultimately be supplanted by “distance” and “cosmic time” once the universal parameters have been tied down to sufficient accuracy (5% or better).

5. Elements heavier than helium ( Z > 2) are collectively referred to as “metals.” Some of these can be used to provide a cosmic clock of when the star was born. H and He were mostly formed in the Big Bang and account for 98% by mass of all baryons in the universe. Li Be and B are very depleted as these are fragile elements that are easily destroyed. C and heavier elements up to Fe are mostly fused in stars. Because massive stars evolve rapidly and explode as supernovae there is a general buildup of metals (for example [Fe/H]) with time. Ten million years after the initial starburst through the rapid neutron capture process (r-process) the type-II supernovae from the core collapse of massive stars enhance the even Z elements (so-called alpha particles) with respect to Fe. A billion years later other sources (for example type-Ia supernovae and asymptotic giant branch stars) enhance the odd Z elements through slow neutron capture (the s process). The relative fractions of r - and s -process elements can be used with [Fe/H] to provide a stellar clock.

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