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
The spider is furnished with one of the most efficient mechanical
implements known to engineers, viz., a strong elastic thread. That the
thread is strong is well known. Indeed, there are few substances that
will support a greater strain than the silk of the silkworm, or the
spider; careful experiment having shown that for equal sizes the
strength of these fibers exceeds that of common iron. But
notwithstanding its strength, the spider's thread alone would be useless
as a mechanical power if it were not for its elasticity. The spider has
no blocks or pulleys, and, therefore, it cannot cause the thread to
divide up and run in different directions, but the elasticity of the
thread more than makes up for this, and renders possible the lifting of
an animal much heavier than a mouse or a snake. This may require a
little explanation.
Let us suppose that a child can lift a six-pound weight one foot high
and do this twenty times a minute. Furnish him with 350 rubber bands,
each capable of pulling six pounds through one foot when stretched. Let
these bands be attached to a wooden platform on which stand a pair of
horses weighing 2,100 lbs., or rather more than a ton. If now the child
will go to work and stretch these rubber bands, singly, hooking each one
up, as it is stretched, in less than twenty minutes he will have raised
the pair of horses one foot!
We thus see that the elasticity of the rubber bands enables the child to
divide the weight of the horses into 350 pieces of six pounds each, and
at the rate of a little less than one every three seconds, he lifts all
these separate pieces one foot, so that the child easily lifts this
enormous weight.
Each spider's thread acts like one of the elastic rubber bands. Let us
suppose that the mouse or the snake weighed half an ounce and that each
thread is capable of supporting a grain and a half. The spider would
have to connect the mouse with the point from which it was to be
suspended with 150 threads, and if the little quadruped was once swung
off his feet, he would be powerless. By pulling successively on each
thread and shortening it a little, the mouse or snake might be raised to
any height within the capacity of the building or structure in which the
work was done. So that to those who have ridiculed the story we may
justly say: "There are more things in heaven and earth than are dreamed
of in _your_ philosophy."
What object the spider could have had in this work I am unable to see.
It may have been a dread of the harm which the mouse or snake might
work, or it may have been the hope that the decaying carcass would
attract flies which would furnish food for the engineer. I can vouch for
the truth of the snake story, however, and the object of this article is
to explain and render credible a very extraordinary feat of insect
engineering.
HOW THE SHADOW MAY BE MADE TO MOVE BACKWARD ON THE SUN-DIAL
Public-domain text, read in full here on John Shaqi.
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