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 Angles formed by the Wing during its Vibrations._--Not the least
interesting feature of the compound rotation of the wing--of the
varying degrees of speed attained by its different parts--and of the
twisting or plaiting of the posterior margin around the anterior,--is
the great variety of kite-like surfaces developed upon its dorsal
and ventral aspects. Thus the tip of the wing forms a kite which is
inclined upwards, forwards, and outwards, while the root forms a kite
which is inclined upwards, forwards, and inwards. The angles made by
the tip and outer portions of the wing with the horizon are less than
those made by the body or central part of the wing, and those made by
the body or central part less than those made by the root and inner
portions. The angle of inclination peculiar to any portion of the wing
increases as the speed peculiar to said portion decreases, and _vice
versâ_. The wing is consequently mechanically perfect; the angles made
by its several parts with the horizon being accurately adjusted to
the speed attained by its different portions during its travel to and
fro. From this it follows that the air set in motion by one part of the
wing is seized upon and utilized by another; the inner and anterior
portions of the wing supplying, as it were, currents for the outer and
posterior portions. This results from the wing always forcing the air
outwards and backwards. These statements admit of direct proof, and I
have frequently satisfied myself of their exactitude by experiments
made with natural and artificial wings.
In the bat and bird, the twisting of the wing upon its long axis is
more of a vital and less of a mechanical act than in the insect; the
muscles which regulate the vibration of the pinion in the former (bat
and bird), extending quite to the tip of the wing (fig. 95, p. 175;
figs. 82 and 83, p. 158).
Public-domain text, read in full here on John Shaqi.
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