Even so after watching lots of Meyers lecture videos, especially the Colorado Free Energy series (youtube) I don't see this guy as a fraud. He speaks frankly, and clearly spent years on patents, R&D, and construction of his equipment. Why would a phony divulge so much time and effort into something that was never supposed to work? Why would he receive so much attention? It seems like quite an elaborate scheme. And even though I'm not a physicist, why can't I see the flaw in his methodology?
Let's say hypothetically we have a water capacitor. Now imagine we have a way to prevent ANY current from flowing through the capacitor (i.e. tank circuit at resonance). As voltage potential increases, the water molecules begin to align, then elongate, until finally they split. Power is cut, gas bubbles float to the top, process repeats, with effectively no power loss. But then I'm not a water expert... why don't the gasses recombine immediately? Do they have to remain ionized to stay separated?
Now it has been argued that an EXTREMELY high voltage would be needed to pull an H2O molecule apart in this fashion. That's where I think the molecular resonance comes into play. If you can get those molecules flexing, then they will be easier to pull apart at the peak elongated state. There may have been a thread that answers the "how many volts?" question but I can't find it.
So, how many volts do we need to split an H2O molecule at 1 mm gap, assuming near infinite impedance?
Let's say hypothetically we have a water capacitor. Now imagine we have a way to prevent ANY current from flowing through the capacitor (i.e. tank circuit at resonance). As voltage potential increases, the water molecules begin to align, then elongate, until finally they split. Power is cut, gas bubbles float to the top, process repeats, with effectively no power loss. But then I'm not a water expert... why don't the gasses recombine immediately? Do they have to remain ionized to stay separated?
Now it has been argued that an EXTREMELY high voltage would be needed to pull an H2O molecule apart in this fashion. That's where I think the molecular resonance comes into play. If you can get those molecules flexing, then they will be easier to pull apart at the peak elongated state. There may have been a thread that answers the "how many volts?" question but I can't find it.
So, how many volts do we need to split an H2O molecule at 1 mm gap, assuming near infinite impedance?