Science in Short ChaptersWilliams, W. Mattieu (William Mattieu)
Science
Science in Short Chapters
Williams, W. Mattieu (William Mattieu)
Science
It has been found that if a semi-globular cup of thin metal is exposed
to the wind, the pressure upon the round or convex side of the
hemisphere is equal to two thirds of that upon the hollow or concave
side. By placing four such cups upon cross-arms, and the arms on a
pivot, the wind, from whatever quarter it may come, will always blow
them round with their convex faces foremost; and they will move with
one third of the actual velocity of the wind. By a simple clock-work
arrangement, these arms move another pencil, in such a manner that it
strikes the paper hammer-fashion every time the wind has completed a
journey of one mile, or other given distance; and thus a series of dots
upon the revolving paper records the velocity of the wind according
to their distances apart. As the pressure of the wind is governed by
two factors, viz., the density and velocity of the moving air, the
relations between the barometer curve, the pressure curve, and the
velocity dots, are very interesting.
The direction of the wind is written by a pencil fixed to a quick
worm—a screw-thread upon the axis of the vane. As the vane turns
round—N., E., S., or W.—it screws the pencil up or down, and thus the
horizontal lines first described as registering tenths of inches of
barometric pressure do duty as showing the points of the compass from
which the wind is blowing; and, by reference to the zigzag line drawn
by this pencil of the wind, its direction at any particular time of day
may be ascertained as certified by its own sign-manual.
The wind-gauge is called an anemometer. Connected with this is the
pluviometer, or rain-gauge—an upright vessel with an open mouth of
measured area—say 100 square inches. This receives the rain that
falls. By means of a pipe the water is conveyed to a vessel having a
surface of—say one square inch. By this arrangement, when sufficient
rain has fallen to cover the surface of the earth to the depth of one
hundredth of an inch, the little vessel below will contain water one
inch in depth. By balancing this vessel at the end of a long arm, it
is made to preponderate gradually as the weight of water it receives
increases, and finally, when filled, it tips over altogether, empties
itself, and then rises to its starting place in equilibrium. To the
other end of this arm a pencil is attached, which inscribes all these
movements on the revolving paper, and thus tells the history of the
rainfall. The line is zigzag while the rain is falling, and horizontal
while the weather is fair. The amount of inclination of the zigzag
line measures the depth of rain by means of the same ruled lines on
the paper as measure the height of the barometer, etc. Every time
the measuring vessel tips over a perpendicular line is drawn, and
the pencil resumes its starting level. The papers containing these
autographs of the elements may, of course, be kept as permanent records
for reference whenever needed, or the results may be tabulated in other
forms.
Public-domain text, read in full here on John Shaqi.
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