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
_Compound rotation of the Artificial Wave Wing: the different parts of
the Wing travel at different speeds._--The artificial wave wing, like
the natural wing, revolves upon two centres (_a b_, _c d_ of fig. 80,
p. 149; fig. 83, p. 158, and fig. 122, p. 239), and owes much of its
elevating and propelling, seizing, and disentangling power to its
different portions travelling at different rates of speed (see fig. 56,
p. 120), and to its storing up and giving off energy as it hastens to
and fro. Thus the tip of the wing moves through a very much greater
space in a given time than the root, and so also of the posterior
margin as compared with the anterior. This is readily understood by
bearing in mind that the root of the wing forms the centre or axis of
rotation for the tip, while the anterior margin is the centre or axis
of rotation for the posterior margin. The momentum, moreover, acquired
by the wing during the stroke from right to left _is expended in_
_reversing the wing_, and in preparing it for the stroke from left to
right, and _vice versâ_; a continuous to-and-fro movement devoid of
dead points being thus established. If the artificial wave wing be
taken in the hand and suddenly depressed _in a more or less vertical
direction_, it immediately springs up again, and carries the hand
with it. It, in fact, describes a curve whose convexity is directed
downwards, and in doing so, carries the hand upwards and forwards. If
a second down stroke be added, a second curve is formed; the curves
running into each other, and producing a progressive waved track
similar to what is represented at _a_, _c_, _e_, _g_, _i_, of fig. 81,
p. 157. This result is favoured if the operator runs forward so as not
to impede or limit the action of the wing.
[Illustration: FIG. 129.]
_How the Wave Wing creates currents, and rises upon them, and how the
Air assists in elevating the Wing._--In order to ascertain in what
way the air contributes to the elevation of the wing, I made a series
of experiments with natural and artificial wings. These experiments
led me to conclude that when the wing descends, as in the bat and
bird, it compresses and pushes before it, in a downward and forward
direction, a column of air represented by _a_, _b_, _c_ of fig. 129,
p. 253.[119] The air rushes in from all sides to replace the displaced
air, as shown at _d_, _e_, _f_, _g_, _h_, _i_, and so produces a circle
of motion indicated by the dotted line _s_, _t_, _v_, _w_. The wing
rises upon the outside of the circle referred to, as more particularly
seen at _d_, _e_, _v_, _w_. The arrows, it will be observed, are all
pointing upwards, and as these arrows indicate the direction of the
reflex or back current, it is not difficult to comprehend how the air
comes indirectly to assist in elevating the wing. A similar current is
produced to the right of the figure, as indicated by _l_, _m_, _o_,
_p_, _q_, _r_, but seeing the wing is always advancing, this need not
be taken into account.
Public-domain text, read in full here on John Shaqi.
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