Popular Scientific Recreations: in Natural Philosphy, Astronomy, Geology, Chemistry, etc., etc., etc.Tissandier, Gaston
Science
Popular Scientific Recreations: in Natural Philosphy, Astronomy, Geology, Chemistry, etc., etc., etc.
Tissandier, Gaston
Scientific recreations
More complicated contrivances have also been constructed on the same
principle, by which one may perceive the rotating disc through slits
which turn at the same time. We will now describe the construction of
some discs invented by Plateau under the name of the Phenakistoscope.
These discs are made of strong cardboard, from six to ten inches in
diameter (fig. 112), on which a certain number of figures (eight to
twelve) are placed in circles at an equal distance from each other,
presenting the successive phases of a periodical movement. This disc
is placed on another opaque circle of rather larger diameter, which
has on its margin as many openings as the first disc has figures. The
two discs are placed one on the other, and are fixed in the centre by
means of a screw at the anterior extremity of a small iron axis, the
other end being fitted into a handle. To make use of this contrivance
we place ourselves in front of the glass, towards which we turn the
disc with the figures, placing the eye so as to see the figures through
one of the holes of the large disc. Directly the apparatus begins
to turn round, the figures seen in the glass appear to execute the
particular movements which they represent in different positions. Let
us designate by means of the figures 1, 2, 3, the different openings
through which the eye successively looks, and point out by the same
numbers the figures in the radiuses thus numbered. If the experimenter
looks in the glass through opening 1, he will see first figure 1,
which appears in the glass to pass before his eyes; then the rotation
of the disc displaces opening 1, and the cardboard intervenes, until
opening 2 appears; then figure 2 takes the place of figure 1, until it
in turn disappears, and opening 3 presents figure 3 to view. If these
figures were all similar, the spectator would have but a series of
visual impressions, separate but alike, which by a sufficiently rapid
rotation mingle together in one durable impression like a perfectly
immovable object. If, on the contrary, the figures differ slightly
from each other, the luminous sensations will also mingle in a single
object, which will however appear to be modified in a continuous
manner, conformably with the differences of successive images. With a
difference of speed, we obtain a new series of phenomena. A most simple
contrivance of this kind is a top of C. B. Dancer, of Manchester (fig.
113). It will be seen that the axis carries another disc, pierced
with openings of different shapes, to the edge of which a thread is
attached. This second disc is carried along by the friction of the
axis, but its rotation is less rapid because of the great resistance
offered by the air to the piece of thread which participates in the
movement. If the lower disc has several differently-coloured sectors,
they produce a very motley appearance, which seems to move sometimes by
leaps, and sometimes by continuous motion. We must distinguish between
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