Stellar atmospheres : $b A contribution to the observational study of high temperature in the reversing layers of starsPayne-Gaposchkin, Cecilia
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Stellar atmospheres : $b A contribution to the observational study of high temperature in the reversing layers of stars
Payne-Gaposchkin, Cecilia
Astrophysics; Stars -- Spectra; Stars -- Temperature; Thesis (Ph. D.)
A few remarks concerning the underlying assumptions may be appropriate.
In applying the theory it is assumed that stellar atmospheres are of
uniform composition, and that at marginal appearance all lines are
unsaturated. These reasonable assumptions have been discussed above,
and they are here explicitly restated. The third assumption, that
the same number of atoms is represented at the marginal appearance
of a line, whatever the element, is by far the most serious. It
implies the equality of the absorbing efficiencies of the individual
atoms under the conditions involved. This is assumed in default of a
suitable correction, but it is not suggested that the use here made
of the assumption would imply its universal validity. Its present
application is made under conditions of extremely low pressure
(),
and over a range of temperature from 7000° to 10,000°. Under such
conditions the absorbing efficiency of an atom will depend almost
entirely upon its energy supply and upon its inherent tendency to
recover after undergoing an electron transfer. The pressures are so
low that collisions will have no appreciable effect in disturbing
the normal recovery of the atoms. The energy supply will vary with
the temperature; but with the range of temperature considered the
[Pg 184]
variation will probably not be very large. The reorganization time
of an atom appears to be an atomic constant, and to be of the same
order for all atoms hitherto examined in the laboratory or in stellar
atmospheres. As a working assumption, then, the equality of the
atomic absorption coefficients is assumed with some confidence in the
discussion of observed marginal appearances.
TABLE XXVIII
Atomic Number
Atom
Atomic Number
Atom
Atomic Number
Atom
1
H
11
13
Al
5.0
23
V
3.0
2
He
8.3
14
Si
4.8
24
Cr
3.9
He+
12
Si+
4.9
25
Mn
4.6
3
Li
0.0
Si+++
6.0
26
Fe
4.8
6
C+
4.5
19
K
3.5
30
Zn
4.2
11
Na
5.2
20
Ca
4.8
38
Sr
1.8
12
Mg
5.6
Ca+
5.0
Sr+
1.5
Mg+
5.5
22
Ti
4.1
54
Ba+
1.1
As stated above, the relative abundances of the atoms are given
directly by the reciprocals of the respective fractional concentrations
at marginal appearance. The values of the relative abundance thus
deduced are contained in Table XXVIII. Successive columns give the
atomic number, the atom, and the logarithm of the relative abundance,
.
COMPARISON OF STELLAR ATMOSPHERE AND EARTH'S CRUST
The preponderance of the lighter elements in stellar atmospheres is
a striking aspect of the results, and recalls the similar feature
that is conspicuous in analyses of the crust of the earth.[481] A
distinct parallelism in the relative frequencies of the atoms of the
more abundant elements in both sources has already been suggested by
Russell,[482] and discussed by H. H. Plaskett,[483]
[Pg 185]
and the data contained in Table XXVIII confirm
and amplify the similarity.
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