Animal Locomotion; or, walking, swimming, and flying: With a dissertation on aëronauticsPettigrew, James Bell
Science
Animal Locomotion; or, walking, swimming, and flying: With a dissertation on aëronautics
Pettigrew, James Bell
Aeronautics; Animal locomotion
The manner in which the natural wing (and the artificial wing properly
constructed and propelled) evades the resistance of the air during
the up stroke, and gives continuous support and propulsion, is very
remarkable. Fig. 115 illustrates the true principle. Let _a b_
represent the horizon; _m n_ the direction of vibration; _x s_ the wing
ready to make the down stroke, and _x t_ the wing ready to make the
up stroke. When the wing _x s_ descends, the posterior margin (_s_)
is screwed _downwards_ and _forwards_ in the direction _s_, _t_; the
forward angle which it makes with the horizon increasing as the wing
descends (compare with fig. 85 (_a b c_), p. 160, and fig. 88 (_c d e
f_), p. 166). The air is thus seized by a great variety of inclined
surfaces, and as the under surface of the wing, which is a true kite,
looks _upwards_ and _forwards_, it tends to carry the body of the bird
_upwards_ and _forwards_ in the direction _x w_. When the wing _x t_
makes the _up stroke_, it rotates in the direction _t s_ to prepare for
the second down stroke. It does not, however, ascend in the direction
_t s_. On the contrary, it darts up like a true kite, which it is,
in the direction _x v_, in virtue of the reaction of the air, and
because the body of the bird, to which it is attached, has a forward
motion communicated to it by the wing during the down stroke (compare
with _g h i_ of fig. 88, p. 166). The resultant of the forces acting
in the directions _x v_ and _x b_, is one acting in the direction _x
w_, and if allowance be made for the operation of gravity, the flight
of the bird will correspond to a line somewhere between _w_ and _b_,
probably the line _x r_. This result is produced by the wing acting as
an eccentric--by the upper concave surface of the pinion being always
directed upwards, the under concave surface downwards--by the under
surface, which is a true kite, darting forward in wave curves both
during the down and up strokes, and never making a backward angle with
the horizon (fig. 88, p. 166); and lastly, by the wing employing the
air under it as a fulcrum during the down stroke, the air, on its own
part, reacting on the under surface of the pinion, and when the proper
time arrives, contributing to the elevation of the wing.
Public-domain text, read in full here on John Shaqi.
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