This brings me to something that has bothered me for some time. I used the word 'gravitywheel' because the wheel is driven by gravity - alone. Everyone knows that I am firmly of the opinion that Bessler's wheel only required gravity to work - no other forces were necessary for its continuous rotation. This viewpoint is certainly not universally agreed with, even among those who support my contention that Bessler was genuine. To try to answer such criticism I have attemped to argue the point from time to time, for instance, via my web site at http://www.gravitywheel.com/ under the heading 'The Collins Conjecture'. My words have bounced off the skins of the vast majority with little effect and I have to admit that the arguments were probably too speculative, confusing and poorly worded and what we need is something that is simpler to understand.
I have argued that because gravity is a conservative force does not mean that it cannot be used as we desire and that wind and water flow are also conservative which we already use for energy. There is one major problem with likening gravity to the wind and flowing water; despite the fact that it can be argued that each force is conservative and therefore capable of being tapped directly for such purposes as generating electricity, both wind and water act directly on windmills and water wheels, respectively, while gravity wheels require the addition of weights. It seems to me that there must be a better way of comparing the three forces to obtain a deeper
To compare the three forces under the same circumstances the following would have to apply. To drive a gravitywheel requires that moveable weights should act on the wheel to cause it to overbalance and turn, or alternatively, a succession of falling weights from some external source; for a windmill to be tested under the same strictures we should have to picture a test in which we released into the wind-flow a succession of objects, helium-filled balloons for example, each carrying a small weight, which were designed to hit the blades of the windmill causing it to turn. But we would need endless numbers of balloons striking the windmill on one side to keep it turning. The same test could be applied to water flow; there would have to be a succession of floating objects striking a submerged wheel in such a way that it too turned.
Under these circumstances, the wind would be driving the weights, not gravity. No one would seriously suggest that that was the way to turn a windmill and it is obvious that if you tied the balloons to the blades of the windmill that it would not turn in the wind just because of the pressure of the wind on the balloons. But that is what we are suggesting with a gravity wheel. To solve this problem We have to design a weight-driven wheel that reflects the interaction between the wind and the windmill blades.