How It Flies; or, The Conquest of the Air: The Story of Man's Endeavors to Fly and of the Inventions by Which He Has SucceededFerris, Richard
Science
How It Flies; or, The Conquest of the Air: The Story of Man's Endeavors to Fly and of the Inventions by Which He Has Succeeded
Ferris, Richard
Aeronautics
Nor is the problem as simple as the illustration of the kite suggests,
for the air is compressible, and is moreover set in motion in the form
of a current by a body passing through it at anything like the ordinary
speed of an aeroplane. This has caused the curving of the planes (from
front to rear) of the flying machine, in contrast with the flat plane
of the kite. The reasoning is along this line: Suppose the main plane
of an aeroplane six feet in depth (from front to rear) to be passing
rapidly through the air, inclined upward at a slight angle. By the
time two feet of this depth has passed a certain point, the air at
that point will have received a downward impulse or compression which
will tend to make it flow in the direction of the angle of the plane.
The second and third divisions in the depth, each of two feet, will
therefore be moving with a partial vacuum beneath, the air having been
drawn away by the first segment. At the same time, the pressure of the
air from above remains the same, and the result is that only the front
edge of the plane is supported, while two-thirds of its depth is pushed
down. This condition not only reduces the supporting surface to that of
a plane two feet in depth, but, what is much worse, releases a tipping
force which tends to throw the plane over backward.
In order that the second section of the plane may bear upon the air
beneath it with a pressure equal to that of the first, it must be
inclined downward at double the angle (with the horizon) of the first
section; this will in turn give to the air beneath it a new direction.
The third section of the plane must then be set at a still deeper
angle to give it support. Connecting these several directions with a
smoothly flowing line without angles, we get the curved line of section
to which the main planes of aeroplanes are bent.
Public-domain text, read in full here on John Shaqi.
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