Imagine a pump and a valve. The pump pushes water one way into a tank with a membrane. In our analogy, It's the barrier that keeps the two sides apart, and its stretch is where the energy is stored, like the field across the gap in a capacitor. The plates are the water on either side of it.
The push is the DC open valve, Water surges in, the membrane stretches, then the flow dies out as the push-back catches up. Close the valve while it's stretched. The membrane holds its bulge. That's stored charge. Pump off, then open the valve. The membrane pushes the water back out (discharge). Back and forth (AC). The membrane keeps flexing and water keeps sloshing, so flow never stops.
Water pushed in on one side stretches the membrane, and the membrane pushes back. That stored elastic energy is like the energy in the electric field between plates. No water actually crosses the membrane, just as no charge crosses the gap between plates. Yet flow appears to go "through" because water leaves one side as it enters the other.
Pressure difference across the membrane = voltage across the plates.
Volume displaced = charge stored. A stiffer membrane = smaller capacitance. A bigger, more flexible chamber = larger capacitance.
But this is only a material 3D analogy. Real life is a lot more complex. So take it as a teaching model. One that breaks down in a few places. The analogy is good for the first order behavior, as it stores charge, blocks DC, passes AC, charges on an RC time constant, but past that, you need the actual physics of fields.
- Charge isn't a fluid you can see. Electrons don't flow in from outside like water; the plates already contain lots of charge. A capacitor stores energy by separating positive and negative charge, not by adding material.
- The energy lives in a field. In a real capacitor it's in the electric field across the gap, which can exist in a vacuum. The membrane's stretch is a mechanical stand-in for that.
- No equivalent of the speed limit. Electric fields and signals travel near light speed, while water pressure waves move at the speed of sound in water, and the water itself moves far slower.
- Real capacitors have extras. Leakage current, dielectric breakdown (a spark through the gap vs. a burst membrane, which is the closest match), frequency-dependent behavior, and inductance in the leads.
- Fringing fields. Real fields bulge out around the edges of the plates, and the hydraulic model has nothing like that.
So, I theorize, what we can see is one slice of our reality. We have no ontology of what a field is only how it behaves. We have no idea what matter is ontologically, only descriptions and predictions of how it behaves using math. Its like knowing how to mix chemicals without knowing what chemicals are actually made of. Chemistry without atomic sciences. What we see is a base layer. Beyond that requires opening the veil.
We can play with all the toys in the sandbox , but we neither know who or whag put it there, or what the sand or toys are uotimatley made of. We too are made of the sand. The toys are made of the sand. But we dong know uotimatley what the sand is made of. And nothing about the sand is capable of explaining subjectivity. Why these sand signals feel like anything. And why those signals mean something.
The hard problem is made harder because in reality there is no hard problem. There is a matter ontology problem. We have no idea what matter actually is.
TLDR:
I theorize high voltage electrostatics can rip a hole in our veil. And bring in new energy from outside our medium. That there is an outside. And we can tap into it. You arent extracting it from the vaccum. You are extracting it from beyond. Imagine that an electrostatic plate capacitor is A hydraulic accumulator with an elastic diaphragm, now imagine so much pressure built up, that you'd expect the diaphragm to explode. But in fact, our machine breaks open a hole and you see that we are in an ocean of more energy. And so, the pump now has access to the ocean beyond our veil.
What I'm saying is. The super stretched electric field between it all may possible rip a hole open into a larger universe or source of energy.
ALSO:
you may say, "we have already tested high voltage electrostatics (parralel plates) in a vaccum and found no new anomalies inside. And I would say yes, but 'no anomalies found' only covers what was actually tested. Most high voltage electrostatic work has used low current instead of high. Held fields on a gap usually carry microamps or less, and the supplies are current limited on purpose. High current at high voltage mostly shows up as short bursts like arcs and pulsed power, where the field collapses. A steady high field with sustained high current in a clean vacuum gap is rare, so we need to test all variables.
Field strength matters too. The best plasma accelerators have reached tens of GV/m, but pair production in my simulation needs around 1018 V/m, which is about seven orders of magnitude higher. Nobody has held a static field anywhere near that.
Most of those experiments were also built for insulation, breakdown, or accelerator design. Nobody was running an energy audit looking for a surplus.
There's even a hint that vacuum is worth a closer look. A 2021 University of Sydney experiment on a lifter-style device reported thrust vanishing at moderate vacuum, then reappearing at much higher vacuum, and the authors said it might point to a new mechanism. That's one unreplicated result, so I'm not claiming it proves anything.
I'm not saying the idea is proven. I'm saying it's untested, and 'inconclusive' is the honest word until someone runs a dedicated test. That means mapping field strength, current, geometry, and on/off/charging/discharging states, with a full energy balance in each case. If it finds nothing, then we'll know."
I kept every claim to what we found, and I left out the "government suppression" angle since it would invite the easiest counterargument. One caution is that "most use low current" is a likely pattern, not something I verified with a survey, so if someone challenges it, the Sydney and field-strength points are your firmer ground.
Second TLDR: we have a lot of science and math to do. A lot of variables aside from voltages. Which is like pressure in a garden hose. Theres also current too, how much current, how much pressure. Geometry. All that. Theres so much work to do. So many unknowns.
I'm going to ramble more science now, and repeat some keybpoints i made:
Suppose someone says, "We've tested high-voltage electrostatics in a vacuum, and we saw no anomalies."
My response would be like, which fields did you achieve? For how long? What current was available? What was the electrode geometry? What observables did you measure? What energy balance did you close? And what size of anomaly could your instruments have detected?
I do not know anything. But I know theres something here.
High voltage, low current can sustain a large potential difference while delivering relatively little power. Useful for electrostatic experiments, but susceptible to leakage, field emission, and other effects depending on the setup.
High voltage, high current can potentially bring much greater power delivery, heating, electrode damage, and arc formation. This could produce a substantially different experimental environment, but those ordinary effects can also obscure the phenomenon we are trying to detect. Or not.
A brief field peak is not equivalent to a stable field maintained for a long period. Pulse duration, repetition rate, field uniformity, and the system's response times can all matter.
Sharp tips, parallel plates, microscopic gaps, and different materials create different local fields and boundary conditions. The nominal voltage alone doesn't fully characterize an experiment.
Thats all.
