Simple analysis of an oscillation within B&L

The analysis of B&L is quite simple and is predicated on William Lyne's quote of Tesla: “for every 200 pounds of iron added to it, one horsepower is added to its output” above and beyond whatever the output already is going to become.

The addition of extra iron mass refers to the grounding rods hooked up to the Captor Loop since the other four grounding rods serve merely as a reference to the larger set of rods so that a contrast of magnetomotive force may develop between both sets of rods. Should the geomagnetic field in the location of these rods be strong, then the saturation of mmf in the larger set of rods will happen more readily than if the geomagnetic field is weak thus requiring less rods among the larger set. Since the two sets of grounding rods are ideally made of steel – a magnetizable material, they should be of different masses so that each set will reach a different level of saturation of magnetomotive force. This will, in turn, induce a difference in voltage between them so long as the soil between them continues to act as a dielectric and not short out their voltage difference with amperage flowing between them. And this will create the extra free energy to charge the electric keeper with amperage provided that the Lenz effect has been neutralized within the electric keeper (between the two toroids) so as to avoid overriding the grounding rods' contribution of voltage. This scenario also allows for a DC version of B&L since it very simply is predicated on voltage difference between two 'ground' references whose two masses are irradiated by an outside source of nominal energy, be it: geomagnetic or photovoltaic, etc.

As a result of this arrangement of grounding rods and toroid hookups, a parasitic transient lies within the electric keeper itself, not outside of it, oscillating at the same frequency as the line frequency!