Has anyone empirically proven that the magnetic field between the charging capacitor plates is the same as the field around a current carrying wire? I have experimented for this but my results were inconclusive. I may need to repeat it with a better layout. My thoughts are that the all encompassing winding on a TPU was twin-lead and open at one end (for trimming to length), the other end had a high voltage applied, and the two leads were actually a helical capacitor. It may be possible to use such a winding to produce the same magnetic field around a 'collector' that exists around a current carrying wire. Should this be true... the multiplicative inverse should hold: i.e., drawing current through that same collector would charge the helical capacitor feeding back to the high-voltage source. Since the capacitor magnetic field can only exist during a change in collector current or variation in high-voltage applied to the capacitive windings... there would be a need to institute a constant change to keep current flowing. I suspect this could be done by having two sets of winding segments fired in quadrature (squeezing of the hose). The firing of these same quadrature windings would be used as a cycle limiter (repeated stopping). Suspected results: 1. Collector output would be DC with a heavy AC component. 2. No Faraday inductive coupling between windings (no Lenz drag). 3. Eventual overheating of the collector 4. Passing a magnet for a kick-start will probably be required on simple versions. 5. I doubt simple versions would work upside-down unless the quadrature firing and interconnections were reversed. More to work out after I see some empiric proof of the mag field between capacitor plates. Crazy? Yes
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