Inventors -- United States -- Biography; Pupin, Michael, 1858-1935
I confess that in the course of my life since my Berlin days I
afforded considerable amusement to my friends whenever I tried
to explain to them the Hertzian experiments by appealing to
what I considered a well-known action of the tuning-fork. Some
of them objected on the ground that this action is just as
difficult to understand as the action of the Hertzian oscillator.
I met this objection by describing to them the action of the
reed in Serbian bagpipes which I watched when I was a boy, and
understood sufficiently well to recognize later in the action of
the tuning-fork a performance similar to that of the reed in the
Serbian bagpipes. I understood the tuning-fork because I understood
the reed. An educated American, I claimed, should find no
difficulty in understanding the action of a simple mechanism which
an uneducated Serbian peasant boy understood.
The Hertzian electrical oscillator, described above, acts like the
tuning-fork. The process of pulling apart the two charges, the
positive from the negative, and of forcing them to the surface of
the spheres by the action of the electrical machine, is a parallel
to the process of deflecting by the pressure of our fingers the
prongs of the tuning-fork from their normal position. In one case
the tuning-fork by its elastic stiffness reacts against the bending
of the prongs. In the electrical case the electrical lines of force
in the space surrounding the oscillator react against the action
of the machine which crowds them into this space by stretching and
compressing them. This is the picture of the action of the lines
of force which Faraday gave me on the island of Arran, but I did
not understand it. In the picture the dotted curves are the Faraday
lines of force and the arrow-heads indicate the direction of the
electrical force. The Hertzian oscillator, and what Helmholtz had
told me before, made Faraday’s language and thoughts much more
intelligible. The work done by the machine is all expended upon the
stretching and compressing of the lines of force into the space
outside of the spheres, that is, upon the _electrification of that
space_.
Public-domain text, read in full here on John Shaqi.
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