Oscillating sine wave LC tank magnet motor.

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                                                Electromagnetic Attraction "dual contact".

George has the coil cores in parallel for the PMH test and in series for the efficiency link up. Will anyone hazard a guess as to what's causing the dramatic drop in input? The second coil and core don't need to be in direct contact, a keeper over the second U seems to do the same job! Just what's going on here?

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I think the two coil cores are in LL tank resonance, and that the A.C. impedance is close to infinity. The resonance blocks any further A.C. current from passing!

Where does the motor's power come from if it's only drawing 1/40th of an Amp? The resonance perhaps? The oscillating LL sine wave tank frequency is at least up in the kilohertz range. A near RF signal driving the rotor at a sub harmonic of 60 hertz is entirely possible. The tiny amount of power consumed is merely the amount the tank circuit draws to replenish it's losses.

                                                   "An oscillating sine wave LL tank magnet motor".

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I need to correct myself; The resonant coils in series would eliminate impedance altogether. How would zero impedance act to lower the input draw? In parallel, the resonant coils would have infinite impedance expressed in Ohms. In series there would no longer be any resistance in the coils at all. What kind of efficiency advantage comes from eliminating resistance altogether like the "Dual Contact" oscillator does?

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The sine wave generated by the resonant LL tank has to be oscillating at a much higher frequency then the 60 hertz the rotor's spinning at. How can the higher frequency of the resonant sine wave effect the slower spinning magnet rotor? Just like striking a musical chord! Some deny the legitimacy of this power source.

Chaniotakis is the first experimenter to succeed at demonstrating the spinning power of resonance! This constitutes a major breakthrough. The input's merely replenishing the tank loss while the oscillation's doing the work.

George's drawing nearly a quarter of an amp before he connects the second coil. The input drops ten times while the rotor continues to spin at 3k. That means the resonance begins supplying 90% of the power. This sine wave motor has to be overunity!

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The core's each have two coils in series. These coils may resonate between themselves as an LL tank. Connecting a second core in series would turn it into an LLLL tank with half the resonant frequency. right?  Cutting this self oscillating frequency by half may help the tank generated sine wave grab the magnet rotor.

Mating these cores lowers the oscillating frequency by an entire octave. Halving the frequency would double the amplitude, and double the power of the oscillating sine wave.

Chaniotakis connectes the coils in series with the cores apart and the input amps drop in half. That's proof the magnetic force has doubled and effected the rotor because the oscillating sine wave has doubled in amplitude due to the halving of resonating frequency.