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Re: Tesla Coil RF Transmitter
- To: tesla@xxxxxxxxxx
 
- Subject: Re: Tesla Coil RF Transmitter
 
- From: "Tesla list" <tesla@xxxxxxxxxx>
 
- Date: Sun, 18 Sep 2005 17:29:35 -0600
 
- Delivered-to: testla@pupman.com
 
- Delivered-to: tesla@pupman.com
 
- Old-return-path: <vardin@twfpowerelectronics.com>
 
- Resent-date: Sun, 18 Sep 2005 17:33:56 -0600 (MDT)
 
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Original poster: "Antonio Carlos M. de Queiroz" <acmdq@xxxxxxxxxx>
Tesla list wrote:
Original poster: "Gary Peterson" <gary@xxxxxxxxxxxx>
Interesting to see that some people was already at that time seing 
that something
was terribly wrong...
Tesla's analog is incorrect:
...
Tesla
    I will explain it by an analogue.
    Suppose that the earth were an elastic bag filled with 
water.  My transmitter is equivalent to a pump.  I put it on a 
point of the globe, and work my little piston so as to create a 
disturbance of that water.
If the piston moves slowly, so that the time is long enough for the 
disturbance to spread over the globe, then what will be the result 
of my working this pump? The result will be that the bag will expand 
and contract rhythmically with the motions of the piston, you 
see.  So that, at any point of that bag, there will be a rhythmical 
movement due to the pulsations of the pump.
   That is only, however, when the period is long.  If I were to 
work this pump very rapidly, then I would create impulses, and the 
ripples would spread in circles over the surface of the globe.  The 
globe will no longer expand and contract in its entirety, but it 
will be subject to these outgoing, rippling waves.
    Remember, now, that the water is incompressible, that the bag 
is perfectly elastic, that there are no hysteretic losses in the 
bag due to these expansions and contractions; and remember also, 
that there is a vacuum, in infinite space, so that the energy 
cannot be lost in waves of sound.  Then, if I put at a distant 
point another little pump, and tune it to the rhythmical pulses of 
the pump at the central plant, I will excite strong vibrations and 
will recover power from them, sufficient to operate a 
receiver.  But, if I have no pump there to receive these 
oscillations, if there is nowhere a place where this elastic energy 
is transferred into frictional energy (we always use in our devices 
frictional energy --
everything is lost through friction), then there is no loss, and if 
I have a plant of 1,000 horsepower and I operate it to full 
capacity, that plant does not take power, it runs idle, exactly as 
the plant at Niagara.  If I do not put any motors or any lamps on 
the circuit, the plant runs idle.  There is a 5,000 horsepower 
turbine going, but no power is supplied to the turbine except such 
power as is necessary to overcome the frictional losses.
    Now the vast difference between the scheme of radio engineers 
and my scheme is this.  If you generate electromagnetic waves with 
a plant of 1,000 horsepower, you are using 1,000 horsepower right 
along -- whether there is any receiving being done or not.  You 
have to supply this 1,000 horsepower, exactly as you have to supply 
coal to keep your stove going, or else no heat goes out.  That is 
the vast difference.  In my case, I conserve the energy; in the 
other case, the energy is all lost.
Tesla forgets that the "water" sent into the ground is charged, and so is
attracted back to the oppositely charged top terminal (and coil) of his
transmitter. It then does NOT spread through all the Earth, but stays
concentrated around the transmitter.
Antonio Carlos M. de Queiroz