Hertzian Wave Wireless TelegraphyFleming, J. A. (John Ambrose), Sir
Science
Hertzian Wave Wireless Telegraphy
Fleming, J. A. (John Ambrose), Sir
Electric waves; Telegraph, Wireless
A series of experiments made on this plan have revealed the fact that
if a number of vertical insulated wires are hung up in the air and
rather near together, the electrical capacity of the whole of the
wires in parallel is not nearly equal to the sum of their individual
capacities. If a number of parallel insulated wires are separated by a
distance equal to about 3 per cent. of their length, the capacity of
the whole lot together varies roughly as the square root of their
number. Thus, if we call the capacity of one vertical wire in free
space unity, then the capacity of four wires placed rather near
together will only be about twice that of one wire, and that of
twenty-five wires will only be about five times one wire.
This approximate rule has been confirmed by experiments made with long
wires one hundred or two hundred feet in length in the open air. Hence
it points to the fact that the ordinary plan of endeavouring to obtain
a large capacity by putting several wires in parallel and not very far
apart is very uneconomical in material. The diagrams in Fig. 8 show
the various methods which have been employed by Mr. Marconi and others
in the construction of such multiple wire aerials. If, for instance,
we put four insulated stranded 7/22 wires each 100 feet long, about
six feet apart, all being held in a vertical position, the capacity of
the four together is not much more than twice that of a single wire.
In the same manner, if we arrange 150 similar wires, each 100 feet
long, in the form of a conical aerial, the wires being distributed at
the top round a circle 100 feet in diameter, the whole group will not
have much more than twelve times the capacity of one single wire,
although it weighs 150 times as much.
[Illustration: FIG. 8.--VARIOUS FORMS OF AERIAL RADIATOR. _a_, single
wire; _b_, multiple wire; _c_, fan shape; _d_, cylindrical; _g_,
Conical.]
The author has designed an aerial in which the wires, all of equal
length, are arranged sufficiently far apart not to reduce each other's
capacity.
As a rough guide in practice, it may be borne in mind that a wire
about one tenth of an inch in diameter and one hundred feet long, held
vertical and insulated, with its bottom end about six feet from the
ground, has a capacity of 0·0002 of a microfarad, if no other earthed
vertical conductors are very near it. The moral of all this is that
the amount of electric energy which can be stored up in a simple
Marconi aerial is very limited, and is not much more than one-tenth of
a joule or one-fourteenth of a foot-pound, per hundred feet of 7/22
wire. The astonishing thing is that with so little storage of energy
it should be possible to transmit intelligence to a distance of a
hundred miles without connecting wires.
Public-domain text, read in full here on John Shaqi.
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