The Story of the HeavensBall, Robert S. (Robert Stawell)
History
The Story of the Heavens
Ball, Robert S. (Robert Stawell)
Astronomy
We may at once relinquish any hope of identification from drawings of
the object, but, fortunately, there is one feature of a comet on which
we can seize, and which no fluctuations of the actual structure can
modify or disguise. The path in which the body travels through space is
independent of the bodily changes in its structure. The shape of that
path and its position depend entirely upon those other bodies of the
solar system which are specially involved in the theory of Encke's
comet. In Fig. 70 we show the orbits of three of the planets. They have
been chosen with such proportions as shall make the innermost represent
the orbit of Mercury; the next is the orbit of the earth, while the
outermost is the orbit of Jupiter. Besides these three we perceive in
the figure a much more elliptical path, representing the orbit of
Encke's comet, projected down on the plane of the earth's motion. The
sun is situated at the focus of the ellipse. The comet is constrained to
revolve in this curve by the attraction of the sun, and it requires a
little more than three years to accomplish a complete revolution. It
passes close to the sun at perihelion, at a point inside the path of
Mercury, while at its greatest distance it approaches the path of
Jupiter. This elliptic orbit is mainly determined by the attraction of
the sun. Whether the comet weighed an ounce, a ton, a thousand tons, or
a million tons, whether it was a few miles, or many thousands of miles
in diameter, the orbit would still be the same. It is by the shape of
this ellipse, by its actual size, and by the position in which it lies,
that we identify the comet. It had been observed in 1786, 1795, and
1805, but on these occasions it had not been noticed that the comet's
path deviated from the parabola.
Encke's comet is usually so faint that even the most powerful telescope
in the world would not show a trace of it. After one of its periodical
visits, the body withdraws until it recedes to the outermost part of its
path, then it will turn, and again approach the sun. It would seem that
it becomes invigorated by the sun's rays, and commences to dilate under
their genial influence. While moving in this part of its path the comet
lessens its distance from the earth. It daily increases in splendour,
until at length, partly by the intrinsic increase in brightness and
partly by the decrease in distance from the earth, it comes within the
range of our telescopes. We can generally anticipate when this will
occur, and we can tell to what point of the heavens the telescope is to
be pointed so as to discern the comet at its next return to perihelion.
The comet cannot elude the grasp of the mathematician. He can tell when
and where the comet is to be found, but no one can say what it will be
like.
Public-domain text, read in full here on John Shaqi.
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