THE METEOROLOGICAL USE OF KITES.

Although Mr. Eddy began flying kites as a diversion, he soon saw that

there were more serious reasons for continuing his experiments. Having

long been interested in meteorological problems, it occurred to him

that good results might be obtained by sending aloft, on kite-strings,

self-registering thermometers and apparatus for indicating the

direction and strength of the air currents. On February 4, 1891, he

sent up what is believed to be the first thermometer ever attached

to a kite for scientific purposes. This was at nine o'clock in the

evening on a cold winter's night, the thermometer registering ten

degrees Fahrenheit at the ground. On reading the record after the

descent, the thermometer was found to mark six degrees Fahrenheit,

which indicated, according to the recognized law of decrease of

temperature, that the kite had been sent to a height of one thousand

feet. The law is that in ascending from the earth the temperature

falls one degree for every two hundred and fifty feet; but subsequent

experiments convinced Mr. Eddy that it was by no means to be relied

upon as an indication of the height of kites. Not that the law is

false; but it holds good only when the meteorological conditions above

are the same as at the earth's surface, which is very far from being

the case always.

Out of these experiments Mr. Eddy evolved an important theory which

has since been abundantly verified. Seeing the frequent variations in

the thermometric readings from what the law had led him to expect, he

concluded that these were due to meteorological variations overhead;

and that changes in the weather, say the approach of warm waves or

cold waves, make themselves felt in the air strata above the earth's

surface several hours before they can be detected at the surface.

Observations extending over months at the Blue Hills Observatory, near

Boston, and elsewhere, have abundantly confirmed this theory.

With this fact established, it followed, in Mr. Eddy's opinion,

that it was perfectly possible to use kites in making weather

prognostications; and, indeed, he has been doing this himself for

several years with the best results. Whenever his kite-thermometers,

sent to a fixed height which he determines independently by a

specially devised kite-quadrant, show actual readings which are either

warmer or cooler than the theoretical readings, he prophesies that

the weather will, within a few hours, become warmer or colder at

the earth's surface, and these prophecies are fulfilled in a

large majority of cases. If the kite-thermometers show exactly the

temperature which the law would call for, he prophesies that there

will be no change in the weather.

[Illustration: CITY HALL PARK AND BROADWAY FROM A KITE.

From a photograph taken from a kite by Mr. W.A. Eddy. City Hall Park,

New York City, appears in the foreground, with Broadway back of it.]

It has also been demonstrated that kites may be used by meteorologists

to indicate the approach of storms, which they foretell by a sudden

and continuous veering over a considerable arc, usually about sixty

degrees. This veering begins usually six or seven hours before a

storm, and often as much as twelve hours. And another sure sign of a

storm is the continuous and sudden dropping of the kites followed by

a quick recovery, which shows that the wind is blowing in gusts

interspersed with periods of calm.

In making a series of meteorological experiments which he conducted at

the Blue Hills Observatory, Mr. Eddy often employed as many as eight

or ten kites; and in August, 1895, he sent up twelve kites on one

line, three of them being nine-footers. This is probably the largest

number of kites ever sent up in tandem; and although on this occasion

the line carried only the thermographs suspended in a basket, the

whole weighing not more than two pounds, a very much larger load might

have been carried, had it been desired.

[Illustration: Murray Street. Warren Street.

McClure's Magazine, Vol. 6, No. 4, March, 1896 · 第 48 / 59 题