The atom and the Bohr theory of its structure : $b an elementary presentationHolst, Helge
Science
The atom and the Bohr theory of its structure : $b an elementary presentation
Holst, Helge
Atomic theory
We have hitherto restricted ourselves to the purely atomic processes.
But just as in the emission of radiation we meet spectra which owe
their characteristics to _molecular processes_ (band spectra, cf.
p. 162), we have also absorption spectra with characteristics depending
essentially upon motions of the atomic nuclei in the molecules. A
particularly interesting and instructive example of this nature is
met with in the infra-red region of the spectrum in certain broad
absorption lines or absorption bands, which are due to gases having
molecules containing several atoms. In hydrogen chloride, for instance,
there is found, in the region of the spectrum which corresponds to a
wave-length of about 3·5 μ, such an absorption band, which by more
accurate investigation has been shown to consist of a great number of
absorption lines.
The explanation of this collection of lines must be sought in the
motions which the hydrogen nucleus and the chlorine nucleus perform,
as they in part _vibrate_ with respect to each other and in part
_rotate_ about their common centre of gravity. Just as in the case
of the motions of the electrons in the atom, there are also certain
stationary states for the nuclear motions. When the molecule absorbs
radiation energy it will go from one of these states to another, where
the energy content is greater. This absorption of energy proceeds
according to the quantum rule, _i.e._, the product of the Planck
constant _h_ and the frequency ν for the absorbed radiation must
be equal to the difference in energy between the two stationary states;
only those rays which have frequencies fulfilling this condition are
absorbed.
[Illustration: FIG. 32.—Schematic representation of possible
motions in a molecule of hydrogen chloride. _O_ is the centre
of gravity of the molecule. The black circles give the states of
equilibrium of the nuclei, the circles _s_ their outer positions
in oscillating, and the circles _r_ positions during the rotation
of the nuclei.]
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