I've shown the power cycle of the resonant system.
every resonant cycle, has 2 power cycles in it
the capacitor and the coil are charging each other, in both polarities.
Now to make such a resonant power cycle, we need only a few watts of energy.
But the power in the resonant system is much higher, right? I haven't calculated it with the scope, I should do that.
But it comes down to a lot of power.
The only thing, is the resultant power is zero, due to the polarity of the power. (generation/consumption).
I already coined the idea of disturbing the balance in the cycle, making one polarity bigger then the other, so the resultant power of the cycle is positive or negative. This of course is done, by introducing the impulse to the resonant cycle.
Now that is very interesting I think.
But now... how does this tie in to the phase shifting that I am seeing?
I first saw this phase shift, when I worked on Don Smith's system. I only worked briefly on his concepts, but one thing I did, was couple coils, and flip one over, and give it some distance. Then when I started tuning I saw the sine waves dance around each other. This was phase shifting at it's core.
So now It has become somewhat clearer, that the phase shift is caused by the repulsing magnetic fields.
But also, another phase shift came to play, the shift of L3, the middle coil, the secondary coil. the parallel resonant coil.
That is still so new to me, I don't know what is happening there.
Then there is the idea of the feedback cycle.
The L3 is the secondary coil. power is generated from it, as I showed the lamp burning from it in april 2019 "radiant power.." video.
So, now I couple it back to L1. So the power generated, can assist L1 in generating impulses from the assisted magnetic field.
The feedback cycle goes both ways. L1 induces L3 which induces L2.
but L2 also induces L3 which induces L1.
A double energy cycle that is counter rotating. Very interesting!
But the biggest question mark for resonant power generation is, the magnification factor.
It is nice to recycle and feedback electric energy in a continous loop. But there always are losses due to resistance.
So how do we get magnification?
Is is really due to the impulse, and the longitudinal waves?
Or is it more basic? I have seen the impulse being fully absorbed into the resonant capacitor, so that is as efficient as it can get right?
No wrong! I clearly have seen, and shown it in my videos somewhere, that the total resonant power is increased when the resonant system is tuned above its resonant frequency, somehow, the current then is increased. I have seen the same on another channel, forgot where, but he had the same.
Sad thing, is the input power also increased. S e I think this effect of current amplification by impulsed series resonance, should be combined, with the feedback loop.
End of rant.
PS I forgot, Tesla stressed it was not EM that gave effects, it was Electrostatic. In other words, we need high voltage.
I have high voltage impulses, but also would need a high voltage (dc?) field which could mean a small tuning capacity for series resonant L2.
This drives the frequency up again, but with L3 parallel resonance being so close by, I might be able to keep the frequency down, by giving L3 a big parallel capacitor.
that makes L2 high voltage and L3 high current