_Now, in order to travel long distances in the air it is only necessary
to improve the dirigibility of the aeroplane so that the angle of
descent can be brought to a minimum._
How can this be done? By making repeated experiments with very simple
and inexpensive mechanical contrivances called soaring machines, these
to be dropped from a height.
In Fig. 2 it will be noticed that the course marked B indicates a speed
of twenty-five miles per hour, that marked C a speed of one hundred
miles per hour.
What speed may we expect of an improved soaring-machine? and upon how
gentle a decline can we hope to see it maintain its initial velocity?
First, note the fact that with a dirigible aeroplane or soaring machine
the rate of speed is practically a matter of choice and depends at
the start upon the length of the first swoop. The limit of speed will
probably be decided by the strength of the machine and the breathing
requirements of the aerial pilot. Let us consider a railroad train.
Man has safely travelled at a rate of one hundred and twelve miles
per hour. On May 11, 1893, the Empire State express on the N.Y.C.
R.R. reached that speed in a mile run in thirty-two seconds, one mile
westward from Crittenden. So we know that man can safely breathe when
travelling at over one hundred miles per hour; yet for this, of course,
he needs the same protection which a cab gives to the locomotive
engineer.
We will answer as well as we may the second question, Upon how gentle
a decline may we hope to see an aerial machine maintain its initial
velocity? When a railway car is at rest upon a smooth steel track
having a down grade of one and twenty-three one-hundredths feet in
every one hundred feet, it will remain at rest if undisturbed; but
let it be once started downward by ever so slight an impulse and it
will run down the track, gaining velocity to the end of the grade.
It encounters the head resistance of the air and the friction of the
track, but an aerial machine would encounter only air-resistance; is it
not, therefore, reasonable to suppose that a dirigible aeroplane would
in a calm, maintain its initial velocity while running upon a down
grade of air of one foot in every one hundred feet? If so, an altitude
of ten or twelve hundred feet would send a soaring machine eighteen
or twenty miles, and greater altitudes would give longer flights, if,
as may be supposed, the rarefaction of the air can be offset by an
increase of velocity. These are surmises, but the way to learn is to
experiment with soaring machines.
It is above all things important that a soaring machine should,
when desired, automatically keep itself in a horizontal or slightly
descending course. I have this winter begun a series of experiments
with soaring machines, and when these are finished the full details
will be reported.
Public-domain text, read in full here on John Shaqi.
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