Scientific Romances (First Series)Hinton, Charles Howard
Philosophy
Scientific Romances (First Series)
Hinton, Charles Howard
Fourth dimension
And I propose to symbolize or represent the Kilkenny cat by a twist.
Take a pencil, and round it twist a strip of paper—a flat spill will do.
Now, having fastened the ends on to the pencil by two pins, so that it
will not untwist, hold the paper thus twisted on the pencil at right
angles to the surface of a looking-glass: and in the looking-glass you
will see its image. In Diagram I., M represents the mirror, and on the
left hand is shown the twist, on the right hand the image twist. Now
take another pencil and another piece of paper, and make a model of what
you see in the glass. You will be able to twist this second piece of
paper in a spiral round this second pencil so that it is an exact copy
of what you see in the glass. Now put the two pencils together end to
end, as they would be if the first pencil were to approach the glass
until it touched it, meeting its image: you have the real copy of the
image instead of the image itself. Now pin together the two ends of the
pieces of paper, which are near together, and you have your two Kilkenny
cats ready for the fray. To make them fight (remember that the
twists—not the paper itself, but the paper twisted—represent the cat),
hold firmly and pull the other ends (the tail ends, so to speak), so as
to let each twist exercise its nature on the other.
You will see that the two twists mutually annihilate each other. Without
your unwrapping the paper the twists both go, and nothing is left of
them.
[Illustration: Diagram I.]
Now the image of the twist as a real thing was made by us. It did not
exist in nature other than as a mere appearance.
But I want you to imagine this process of producing a real image as
somehow existing. I want you to lay aside for the present the question
of how it could be done, and to conceive twists and image twists.
This is the mechanical conception I wish you to adopt—there are such
things as twists. Suppose by some means to every twist there is produced
its image twist. These two, the twist and its image, may exist
separately; but suppose that whenever a twist is produced its image
twist is also produced, and that these two when put together annihilate
each other.
With this conception let us explore the domain of those actions which
are called electrical.
When a glass rod is rubbed with silk it becomes excited, its state is
different. It manifests many properties, such as that of attracting
light bodies, giving off a glow of light, &c. The silk also with which
it was rubbed manifests similar properties. It also attracts light
bodies, appears to glow in the dark, &c.
And yet there is a difference between the state of excitement of the
glass and of the silk. The electricity which is in them is of different
kinds. And if the electricity of the silk and of the glass be brought
together, all electrical effect disappears; they become glass and silk
in an ordinary condition.
Public-domain text, read in full here on John Shaqi.
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