The pneumatics of Hero of AlexandriaHero, of Alexandria
History
The pneumatics of Hero of Alexandria
Hero, of Alexandria
Discoveries in science -- History; Inventions -- History; Pneumatics
of the siphon, the water will immediately be rent in sunder the air
having found a passage. Before the hole is bored, the liquid in the
siphon, resting on the air beneath, tends to drive it away, but the air
having no means of escape does not allow the water to pass out: when
however the air has obtained a passage through the hole, being unable
to sustain the pressure of the water, it escapes. It is from the same
cause that, by means of a siphon, we can suck wine upwards, though this
is contrary to the nature of a liquid; for, when we have received into
the body the air which was in the siphon, we become fuller than before,
and a pressure is exerted on the air contiguous to us, and this in turn
presses on the atmosphere at large, until a void has been produced at
the surface of the wine, and then the wine undergoing pressure itself
will pass into the exhausted space of the siphon; for there is no other
place into which it can escape from the pressure. It is from this cause
that its unnatural upward movement arises.
[Illustration: Two overlaping circles, A, B, C are on the left circle.
F, B, D are on the right, a is a center point, F is on a line from a
to A. There is a line from a to B, the intersection point of the two
circles.]
That the water in the siphon will rest when its surface is spherical
and concentric with that of the earth may be shewn otherwise. It is
required to prove that a liquid is stationary when its surface is
spherical and concentric with that of the earth. If possible let it
not be stationary; it will of course become so after being moved; let
it then have become stationary. Its surface will now be spherical
and concentric with that of the earth, and it will cut the former
surface; for, when the same liquid has taken two positions, there must
be a line of intersection common to both. Let both surfaces be cut by
a plane passing through the centre of the earth; the intersections
will be the circumferences of circles concentric with the earth. Let
these circumferences be A B C and F B D, (fig. 1 a.) Join B G; B G is
equal to each of the lines G F, G A, which is absurd. The liquid will
therefore be in equilibrium.
2. _Concentric or inclosed Siphon._
[Illustration: Diagram of apparatus as described in text]
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