Aaron I'll look forward to seeing the video. Right now I need sleep. But I'm posting, just for general interest a new analogy of current flow. May help you see what I'm trying to show as current flow. It was written for a colleague. Hope it helps.
So here's what I see happening. Man A has too many blue cannon balls in his house. He wants more red. If he can push those cannon balls around an alley he can organise it that they come back red. So he does just that. He finds a path - pushes the cannon balls through that path and they eventually roll around back to his own house and they're now painted red. He's actually looking for a precise balance of blue and red. He keeps pushing until he gets this.
But he does this with a certain amount of subterfuge. His path (circuit copper wiring) is also full of blue and red cannon balls - equally dispersed. So his own blue cannon balls simply knock the circuit's blue cannon balls out of his path. Man A is definitely the stronger. He does this replacement so quickly that no-one really notices a difference. Except that where he's kicked them out - those blue cannon balls just stay in the general area. Then as these cannon balls keep rolling they eventually reach another home where there are also only blue cannon balls - this being the resistor. Here through happenstance is a home that has the same problem. Just way too much blue. This belongs to Man B. And Man B can do nothing much to change that condition because they're glued in place. But that glue is absolutely no match for Man A. He kicks out as much blue as he needs and continues to forge on through that house. Those cannon balls that have been expelled from Man B's house also simply 'hang around' outside the house. And then Man A gets back on path, and eventually he simply opens his own back door and lets his cannon balls back in. Now they're red.
The problem at Man B's house though is extreme. By kicking out all those blue cannon balls the balance of the cannon balls in his house - neatly arranged in lines, has been disturbed. They roll free of that glue and bump together and get hot and the hotter they get the bigger they get. The only orderly event is that path that Man A is using. Here the balls are still lined up in a path. And they're moving straight through his house. The rest of the glued balls are OFF THEIR MOORINGS - CHAOTIC. His house is on fire.
Then suddenly Man A finds his path is interrupted. No way - no path to force out any more of those blue. At the same time Man B sees a gap. If he's quick he could now send out his own blue cannon balls and provided he finds a path he too could change his blue to red - and then, with luck - he'll also get that happy balance of colour. He finds the path by borrowing the same path that Man A used. But he needs to send his balls in the opposite direction. So. His balls come back into that same path, that same channel. And right now Man B is now definitely the stronger. He's at least as strong as Man A. So he can send his cannon balls rolling with the same force that first kicked them out of contention. They race through the path - making very little difference to the red and blue balls in the path - in that circuit wire. But then the balls come to Man A's house. Unfortunately Man A immediately sees that his preferred colour scheme is now lost. Blue now is again dominant. Man B is still in the ascendency. He keeps going. Still the same path until he finds a gate (MOSFET's body diode). He makes a small detour here through this new path and then his cannon balls roll on until they get back to his own home. Back to the far side of the resistor. And they're now the right colour. They're red. He's slowly establishing that preferred colour theme.
But before he can quite change that colour back - rearrange those balls that are off their moorings, Man A finds his path again. Now Man A is again the stronger. And the cycle is repeated.
I've never tried this analogy before. Let me know if it works. The point is that Man B needs to reverse the flow. And by so doing - by going back through the battery - Man A's home, he recharges that supply. Mainstream cannot argue a gain. What they see as 'stored energy' in the resistor - is definitely strong enough to recharge the battery. This is what our measurements prove. Therein is the gain. The heat signatures at the load are inevitably greater than the sum of the energy discharged from the supply. This goes to the gullet of the argument with mainstream concepts.
EDITED
So here's what I see happening. Man A has too many blue cannon balls in his house. He wants more red. If he can push those cannon balls around an alley he can organise it that they come back red. So he does just that. He finds a path - pushes the cannon balls through that path and they eventually roll around back to his own house and they're now painted red. He's actually looking for a precise balance of blue and red. He keeps pushing until he gets this.
But he does this with a certain amount of subterfuge. His path (circuit copper wiring) is also full of blue and red cannon balls - equally dispersed. So his own blue cannon balls simply knock the circuit's blue cannon balls out of his path. Man A is definitely the stronger. He does this replacement so quickly that no-one really notices a difference. Except that where he's kicked them out - those blue cannon balls just stay in the general area. Then as these cannon balls keep rolling they eventually reach another home where there are also only blue cannon balls - this being the resistor. Here through happenstance is a home that has the same problem. Just way too much blue. This belongs to Man B. And Man B can do nothing much to change that condition because they're glued in place. But that glue is absolutely no match for Man A. He kicks out as much blue as he needs and continues to forge on through that house. Those cannon balls that have been expelled from Man B's house also simply 'hang around' outside the house. And then Man A gets back on path, and eventually he simply opens his own back door and lets his cannon balls back in. Now they're red.
The problem at Man B's house though is extreme. By kicking out all those blue cannon balls the balance of the cannon balls in his house - neatly arranged in lines, has been disturbed. They roll free of that glue and bump together and get hot and the hotter they get the bigger they get. The only orderly event is that path that Man A is using. Here the balls are still lined up in a path. And they're moving straight through his house. The rest of the glued balls are OFF THEIR MOORINGS - CHAOTIC. His house is on fire.
Then suddenly Man A finds his path is interrupted. No way - no path to force out any more of those blue. At the same time Man B sees a gap. If he's quick he could now send out his own blue cannon balls and provided he finds a path he too could change his blue to red - and then, with luck - he'll also get that happy balance of colour. He finds the path by borrowing the same path that Man A used. But he needs to send his balls in the opposite direction. So. His balls come back into that same path, that same channel. And right now Man B is now definitely the stronger. He's at least as strong as Man A. So he can send his cannon balls rolling with the same force that first kicked them out of contention. They race through the path - making very little difference to the red and blue balls in the path - in that circuit wire. But then the balls come to Man A's house. Unfortunately Man A immediately sees that his preferred colour scheme is now lost. Blue now is again dominant. Man B is still in the ascendency. He keeps going. Still the same path until he finds a gate (MOSFET's body diode). He makes a small detour here through this new path and then his cannon balls roll on until they get back to his own home. Back to the far side of the resistor. And they're now the right colour. They're red. He's slowly establishing that preferred colour theme.
But before he can quite change that colour back - rearrange those balls that are off their moorings, Man A finds his path again. Now Man A is again the stronger. And the cycle is repeated.
I've never tried this analogy before. Let me know if it works. The point is that Man B needs to reverse the flow. And by so doing - by going back through the battery - Man A's home, he recharges that supply. Mainstream cannot argue a gain. What they see as 'stored energy' in the resistor - is definitely strong enough to recharge the battery. This is what our measurements prove. Therein is the gain. The heat signatures at the load are inevitably greater than the sum of the energy discharged from the supply. This goes to the gullet of the argument with mainstream concepts.
EDITED
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