The Seven Follies of Science [2nd ed.]: A popular account of the most famous scientific impossibilities and the attempts which have been made to solve them. To which is added a small budget of interesting paradoxes, illusions, and marvelsPhin, John
History
The Seven Follies of Science [2nd ed.]: A popular account of the most famous scientific impossibilities and the attempts which have been made to solve them. To which is added a small budget of interesting paradoxes, illusions, and marvels
Phin, John
Geometry -- Famous problems; Scientific recreations
It has occurred to several would-be inventors of perpetual motion that
if some substance could be found which would prevent the passage of the
magnetic force, then by interposing a plate of this material at the
proper moment, between the magnet and the piece of iron to be
attracted, a perpetual motion might be obtained. Several inventors have
claimed that they had discovered such a non-conducting substance, but it
is needless to say that their claims had no foundation in fact, and if
they had discovered anything of the kind, it would have required just as
much force to interpose it as would have been gained by the
interposition. It has been fully proved that in every case where a
machine was made to work apparently by the interposition of such a
material, a fraud was perpetrated and the machine was really made to
move by means of some concealed springs or weights.
A correspondent of the "Mechanic's Magazine" (Vol. xii, London, 1829),
gives the following curious design for a "Self-moving Railway Carriage."
He describes it as a machine which, were it possible to make its parts
hold together unimpaired by rotation or the ravages of time, and to give
it a path encircling the earth, would assuredly continue to roll along
in one undeviating course until time shall be no more.
A series of inclined planes are to be erected in such a manner that a
cone will ascend one (its sides forming an acute angle), and being
raised to the summit, descend on the next (having parallel sides), at
the foot of which it must rise on a third and fall on a fourth, and so
continue to do alternately throughout.
The diagram, Fig. 16, is the section of a carriage A, with broad conical
wheels _a_, _a_, resting on the inclined plane _b_. The entrance to the
carriage is from above, and there are ample accommodations for goods and
passengers. "The most singular property of this contrivance is, that its
speed increases the more it is laden; and when checked on any part of
the road, it will, when the cause of stoppage is removed, proceed on its
journey by mere power of gravity. Its path may be a circular road formed
of the inclined planes. But to avoid a circuitous route, a double road
ought to be made. The carriage not having a retrograde motion on the
inclined planes, a road to set out upon, and another to return by, are
indispensable."
[Illustration: Fig. 16.]
How any one could ever imagine that such a contrivance would ever
continue in motion for even a short time, except, perhaps, on the famous
_descensus averni_, must be a puzzle to every sane mechanic. I therefore
give it as a climax to the absurdities which have been proposed in sober
earnest. As a fitting close, however, to this chapter of human folly, I
give the following joke from the "Penny Magazine," published by the
Society for the Diffusion of Useful Knowledge.
Public-domain text, read in full here on John Shaqi.
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