The Story of the Solar SystemChambers, George F. (George Frederick)
Science
The Story of the Solar System
Chambers, George F. (George Frederick)
Solar system
Next beyond Jupiter, proceeding outwards from the Sun, we reach the
planet Saturn, which beyond any doubt is the most beautiful and most
interesting of all the planets. Nobody who has ever had a fairly good
chance of seeing it can have the least doubt that this is the case.
Briefly stated the three main features which constitute its claims
are:—(1) Its belts, (2) its rings, (3) its satellites.
The belts of Saturn resemble generally those of Jupiter, but they are
more faint and less changeable. Their physical cause, however, may be
assumed to be the same. Taking the planet as a whole, it may be said
that its ordinary colour is yellowish white, the belts inclining to
grayish white; though the dark belts have often been thought to exhibit
a greenish hue. Lassell considered that the south pole is generally
darker than the north pole and more blue in tinge.
[Illustration: Fig. 15.—Saturn, Jan. 26, 1889 (Antoniadi).]
There is one important particular in which the belts of Saturn differ
from those of Jupiter. Jupiter’s belts are straight, whereas Saturn’s
are sensibly curved. Supposing, as is probable, that Saturn’s belts are
parallel to the planet’s equator, then we must assume that the plane of
this equator makes a rather considerable angle with the ecliptic. Spots
on Saturn are very rare. Whether Saturn has an atmosphere seems
uncertain, or perhaps it may be said that one has not been proved to
exist but may exist. The question of polar snow is also uncertain, but
Sir W. Herschel thought he could trace changes of hue at the poles which
might be due to the melting of snow.
It is usual to speak of the planet itself under the name of the “Ball”
when it is not a question of referring to the whole Saturnian system
collectively. In consequence of its distance from the Sun, Saturn
undergoes no equivalent to a phase; or to be more exact, no phase can be
detected, though theoretically when the planet is in quadrature the disc
must undergo an infinitesimally small loss of light.
Though the point has now-a-days no scientific importance, it may perhaps
be desirable just to make a brief allusion to Sir W. Herschel’s curious
theory that Saturn was seen by him to be compressed not only at the
poles but at the equator, so that it resembled a parallelogram with the
corners rounded off. It is difficult to imagine what could have given
rise to this strange idea, though, of course, Herschel’s good faith in
advancing it cannot be called in question. I refer to it because it will
be found mentioned in so many books on astronomy, often under the name
of the “square-shouldered” figure of Saturn. As a theory it may be
regarded as quite exploded in consequence of accurate measures by
Bessel, Main and others having conclusively shown that the form of the
ball does not depart from that of a regular spheroid.
Public-domain text, read in full here on John Shaqi.
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