Stellar atmospheres : $b A contribution to the observational study of high temperature in the reversing layers of starsPayne-Gaposchkin, Cecilia
Science
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.)
The correlation of temperature class with excitation potential receives
an immediate explanation in terms of the theory of thermal ionization.
It furnishes a useful laboratory corroboration of the theory by showing
that the thermal excitation of successive lines, with rising excitation
potential, takes place in qualitative agreement with prediction.
The appended list shows the atoms for which the spectra have been
analyzed by King on the basis of temperature class:
Element
Reference
Element
Reference
Iron
Mt. W. Contr. 66, 1912
Calcium
Mt. W. Contr. 150, 1918
Titanium
Mt. W. Contr. 76, 1914
Strontium
Ibid.
Vanadium
Mt. W. Contr. 94, 1914
Barium
Ibid.
Chromium
Ibid.
Magnesium
Ibid.
Cobalt
Mt. W. Contr. 108, 1915
Manganese
Mt. W. Contr. 198, 1920
Nickel
Ibid.
Silicon
Pub. A. S. P., 22, 106, 1921
(b) Pressure.—In the laboratory the observed effects of
pressure[30] are a widening and shifting of the lines in the
spectrum—effects which differ in magnitude and direction for different
lines. The phenomena are well marked under pressures of several
atmospheres.
[Pg 25]
Recent developments of astrophysics, such as are summarized in
Chapter III and Chapter IX, have shown that the pressures in stellar
atmospheres are normally of the order of a hundred dynes per square
centimeter, or less. At such pressures no appreciable pressure shifts
will occur, and indeed one of the most direct methods by which these
exceedingly low pressures in reversing layers have been established[31]
is based on the absence of appreciable pressure effects.
(c) Zeemann Effect.—The magnetic resolution of spectral lines
into polarized components[32] has, as yet, for the astrophysicist,
chiefly a value as a criterion for classifying spectra. In the field of
solar physics proper, a direct study of the Zeemann effect has led to
important results.[33] The present study is not, however, explicitly
concerned with the sun, except in comparing solar features with similar
features that can also be examined in the stars.
The investigations of Landé on term structure and Zeemann effect[34]
for multiplets have shown how the Zeemann pattern formed by the
components into which a line is magnetically resolved can be related
to the series attribution of the line. This provides a method of
classifying spectra which are rich in multiplets, and which have
previously defied analysis. The indirect astrophysical value of the
Zeemann effect is, therefore, very great.
(d) Stark Effect.—The effect of an electric field in resolving
spectral lines into polarized components was first pointed out by
Stark[35] for hydrogen and helium. Several other investigators have
since studied the effect for these two elements,[36] and for
[Pg 26]
various metals.[37][38] Unlike the temperature and magnetic effects, the Stark
effect has not been used as a criterion for the series relations of
unclassified lines.
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