The Earth's BeginningBall, Robert S. (Robert Stawell)
Science
The Earth's Beginning
Ball, Robert S. (Robert Stawell)
Krakatoa (Indonesia); Nebular hypothesis
We shall also find that this tendency of the movements in a system to
range themselves in orbits which lie in the same plane, is exhibited in
other parts of the universe. Let us consider from this point of view the
spiral nebulæ, those remarkable objects which, in the last chapter, we
have seen to be so numerous and so characteristic. It is obvious that a
spiral nebula must be a flat object. Its thickness is small in
comparison with its diameter. When a spiral nebula is looked at edgewise
(Fig. 45), then it seems long and thin, so much so that it presents the
appearance of a ray such as we have shown in Fig. 33, which represents a
type of object very familiar to those astronomers who are acquainted
with nebulæ. The characteristics of these objects seem consistent only
with the supposition that there is a tendency in the materials which
enter into a spiral nebula to adapt their movements to a particular
plane, just as there is a tendency for the objects in Saturn’s ring to
remain in a particular plane, and just as there has been a tendency
among the bodies belonging to the solar system themselves to revolve in
a particular plane. Remembering also that there seems excellent reason
to believe that spiral nebulæ exhibiting this characteristic are to be
reckoned in scores of thousands, it is evident that the fundamental
feature in which they all agree must be one of very great importance in
the universe.
[Illustration: Fig. 34.—A FORESHORTENED SPIRAL (n.g.c. 3198; in Ursa
Major).
(_Photographed by Dr. Isaac Roberts, F.R.S._)]
[Illustration: Fig. 35.—EDGE VIEW OF A SPIRAL BOLDLY SHOWN (n.g.c. 4565;
in Coma Berenices).
(_Photographed by Dr. Isaac Roberts, F.R.S._)]
We may mention yet one more illustration of the remarkable tendency, so
frequently exhibited by an organised system in space, to place its parts
ultimately in or near the same plane, or at all events, to assume a
shape of which one dimension is small in comparison with the two others.
We have, in the last chapter, referred to the Milky Way, and we have
alluded to the significance of the obvious fact that, however the mass
of stars which form the Milky Way may be arranged, they are so disposed
that the thickness of the mass is certainly much less than its two other
dimensions. Herschel’s famous illustration of a grindstone to represent
the shape of the Milky Way will serve to illustrate the form we are now
considering.
When we meet with a characteristic form so widely diffused through the
universe, exhibited not only in the systems attending on the single
planets, not only in the systems of planets which revolve round a single
sun, but also in that marvellous aggregation of innumerable suns which
we find in the Milky Way, and in scores of thousands of nebulæ in all
directions, at all distances, and apparently of every grade of
importance, we are tempted to ask whether there may not be some physical
explanation of a characteristic so universal and so remarkable.
Public-domain text, read in full here on John Shaqi.
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