Elemental Abundances (lecture by Wallerstein)
6.1 Unevolved stars
Fundamental paper:
Aller and Chamberlain 1951
Found 2 stars metal-poor by factors of factors
100
Two important reasons to study unevolved stars:
1 - Need to model such stars in globular clusters,
and in nearby galaxies of various types.
2 - Can provide a great deal of information on the nucleosynthesis and mass loss in the Galaxy prior to the
formation of other stars of interest.
Examples:
Sun
10 M
stars (type B)
metal-poor stars (subdwarfs)
Hot, young, massive (
10 - 15 M
) stars (see table)
He possibly enhanced
CNO
Mg, Al, Si a little low
hard to understand
Metal-poor stars
McWilliam et al. 1995, API 109, 2736.
Relative Abundance Distributions
Metal Poor Stars
- 2.0

Data are from McWilliam et al. AJ 109, 2757.

Gummersbach et al.
Astron and Ap. 338, 881, 1998.
Important observation log N(S) since S tends to avoid grains.
Note: CNO abundances are hard to understand. Could it be grain chemistry?
It is not an effect of CNO cycling.
Composition of stars
August Comte
1810
Frauenhofer
1812
Bunsen (flame tests) and Kirehoff: atomic line lists
Astronomers get into the act:
Secchi: Observed Type III TiO bands and Type IV C-bands:
first sign of different composition for
different stars
Quantitative work:
1928 Henry Norris Russel: proposed an abundance scale
where arbitrarily N
= 12
we know now He
11
O
9
N
8
Eu
1
Isotopes from meteorites allow very accurate determinations <1%
Are all stars the same, e.g., hot young stars vs. the sun?
e.g. Hot young stars vs. sun?
Unsold (1939): In a pioneering effort, he argued for abundances
around solar values. He was convinced this was universal and
seemed to believe all important synthesis occurred in the Big Bang,
as in the Alpher, Bethe, Gamow paper of the late 40s.
6.2 Evolved, low-mass stars
References: RMP 1997 69, 995.
Sections by Champagne and by G.W.
The reactions of importance are (see figure)
1.
O (p,
F(
O
followed by
O(p,
N etc.
CNO bicycling
2.
Ne
Na
Ne and NeNa cycle
3.
Mg
Al
Mg and MgAl cycle
Reference RMP Review Oct. 1997 esp. section by Champagne
In M13 a globular with [Fe/H
-1.5,
a large spread in [OI/Fe] was found:
the spread is from + 0.4
-0.5.
Similar relationships in other cluster but to a varying degree.
This spreading NOT PRESENT IN FIELD STARS:
Why only globulars?
Most recent and detailed effort:
Cavallo et al., ApJ 492 (575) 1998
Background (for physicists) on composition of stars in globulars
have 10
round and compact
found in halo and galactic center
halo: typical of Baade's pop II
no galactic rotation
low metals
very old
10
yrs
galactic center or disc population:
small rotation
medium metals
almost as old
Quantitative results
1958 HWG M92 [Fe/H] = -2.3
M13 [Fe/H] = - 1.3
From 1 - 3 night exposure with 200 - inch
Not much progress until new detectors become available until 1970's
Slowly, J. G. Cohen, R. Peters, GW and Leep and Oke:
Found spreads in [O/Fe], [Na/Fe], [Al/Fe]
But poor signal/noise made these results doubtful (except perhaps to the authors, of course).
BaII stars (type K pec)
(They do not show Tc)
Cameron 1955: Fundamental paper
suggesting heavy element
production by n-capture
source
C(
O. He later
suggested
Ne (
Mg
C needs
T
= 150
Ne needs
T
= 300
Predicting s-process abundances
![]()
For equilibrium ![]()
![]()
Total neutron exposure
![]()
neutron relative velocity
density n's and targets
High
makes heavy s-process elements
low
makes low s-process elements
by looking at ratio of hs/
s you can determine
. Stellar models
can tell you time interval,
, and so N
can be estimated.
low
T
150, N
C source
high
T
300, N
,
Ne source
Abundances (as [m/Fe]) in an s-process and an r-process star.

s-process in stars
Obs. see Section by V. V. Smith in RMP 1997 review
Also section by Kaeppeler in same.
most
's have been measured
Can we determine N
from abundance data: YES
There branching points. Some nuclei have
decay half-lives similar to
n-capture time scales.
If N
is low they
-decay
If N
is high they n-capture
Example - show diagram
Branching at
Kr (half-life = 10 years) produces either
Rb or
capture n and produces
Rb.
The ratio ![]()
so low Rb
log N
6
high Rb
8
Show diagram
Most stars have low Rb
log N
C (
O is
source of neutrons.