Parametric Capacitance Supplying Power to Four Strands of Wire on One Coil of a Three Phase A/C Induction Motor
Vinyasi
If a circuit is already precharged, then it's upkeep (to offset thermodynamic losses and conversions) is rather easy by parametrically altering one or more capacitors' values, lowering and then raising, their capacitances very abruptly in the milli Farad - or more - range (serving as the upper boundary). In this example, I suggest the use of 100 milli Farads as the upper boundary and 50 milli Farads as the lower boundary. Timing is also important. If you setup the parameters of variation beforehand (as described above), and then flick the solitary switch (in this example) at just the right moment immediately prior to a sinusoidal wave turning around (falling after rising or rising after falling), then you increase your chances of a gainful result rather than a loss.
This endeavor is much like pushing a child on a play-swing at the right
moment to amplify her arc rather than diminish it (to avoid pushing her
at the wrong moment in her swing). The difference, here, is that pushing
a child – or having the child lean forward – drives an oscillator by
injecting new energy into the pendulous swing rather than parametrically
amplifying stored energy by having the child stand up and sit down
suddenly (from a squat) just before reaching the apex of her arc – or at her apex – (finishing this procedure of shortening and lengthening the radius of her arcing swing before reaching the apex of each swinging arc so as to amplify, rather than diminish, her stored momentum).
BTW, dead batteries (the lead-acid type or AGM) make a good poor man's reactive converter (instead of using a synchronous condenser) to bring the power factor back to unity. Free energy is not the hard part. The challenge is making it useful! The next time you hear the term: "radiant", just substitute the word "reactive". My favorite reactance is parametric capacitance for it's the easiest overunity to achieve.
Quartz crystals are used as oscillators since they will mechanically vibrate if subjected to a voltage or emit a voltage if mechanically squeezed. This alteration of a crystal's dimensions affects its "shunt capacitance". If tens of millions of quartz crystal oscillators were connected in parallel, then their total capacitance, along with their parametric variations, might be useful for power gain whenever the circuit begins to "run down"?
If the circuit received enough of an initial charge from outside itself, all of the millions of quartz crystals might self-oscillate – and in so doing – self-sustain their own charge by parametrically contracting and expanding with each pulsing A/C cycle. The right balance of factors may create a self-running operation? Perhaps...
