Aeronautics; Aeronautics, Military; World War, 1914-1918 -- Aerial operations
Why does a balloon rise in the atmosphere?--is the very natural question
we are apt to ask as we read the story of these early balloon
experiments. The Montgolfier brothers themselves could probably not have
answered it, for they claimed that some marvelous secret properties
existed in "Montgolfier smoke." Stephen Montgolfier seems to have had
the idea of "holding a cloud captive in a bag," since he had observed
that clouds rise in the air.
The real explanation can best be understood by a simple experiment.
Throw a stone into a pool of water and it will sink, because it is
"heavier than water": that is, it weighs more in proportion to its
volume than the same quantity of water weighs. But throw into the same
pool a piece of cork and it will rise, because it is lighter in
proportion to its volume than water. This truth was long ago expressed
as a law by the old Greek philosopher Archimedes, who said: "_Every body
immersed in a liquid loses part of its weight, or is acted upon by an
upward force equal to the weight of the liquid it displaces._" In the
case of the cork, the weight of the water it displaces is greater than
the weight of the cork, and consequently the upward force acting upon
it is sufficient to lift it to the surface of the pool; but with the
stone it is different: the water it displaces weighs _less_ than the
stone, and therefore the upward force acting upon it is not sufficient
to prevent it from sinking.
Now all this applies just as well to a body in the atmosphere as it does
to the body immersed in water. The air in this case corresponds to the
liquid. Therefore any object placed in the air which weighs less in
proportion to its volume than the atmosphere, is bound to rise. Every
object we see about us, including ourselves, which is not fastened down
to earth, would, if it were not "heavier than air," go flying off toward
the skies.
Imagine a balloon all ready to be inflated, that is, ready to be filled
with gas. The bag or "envelope" hangs limp and lifeless. Together with
the basket, ropes, etc., which are attached to it, it probably weighs
several hundred pounds, yet because its _volume_ is so small it
displaces very little air. Now we commence to inflate the balloon. As
the gas rushes in, the envelope commences to swell; it grows larger and
larger, displacing a greater volume of air every moment. When fully
inflated it displaces a volume of air much greater in weight than
itself. This weight of displaced air acts upon it with a resistless
upward force, sufficient to lift it into the clouds. The moment its
straining bonds are loosed, it rises with great velocity.
Public-domain text, read in full here on John Shaqi.
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