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Author Topic: I have a working Bessler wheel in my simulation !  (Read 102380 times)

Offline hdeasy

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Re: I have a working Bessler wheel in my simulation !
« Reply #75 on: May 20, 2021, 06:51:45 PM »

Well, on the balls in my system: they are firmly attached to the arms. The only degree of freedom they have apart from the main wheel rotation is the bearing I indicate in the sketch by a small circle. This can be seen as a sort of hinge about which the ball-arm can rotate except when it's prevented from doing so by the radial arm.


So when the wheel rotating CW rounds the bend at the top, the support of the radial arm falls away and the weight can now swing on the hinge bearing - oh yes, one point maybe not obvious from my description is that only the extension of the radial arm beyond the bearing can block the ball arm- it projects further out than the lower arm. So in the image at the top the ball-arm is free to oscillate almost 360° as the lower radial arm does not impede its motion.


Now on unforeseen mechanical effects - I know that if a resonance occurs between the main wheel and the pendulum oscillation, it can come to stand-still etc. But with 1cm arms, the period of oscillation is about 0.2s. That's 5hz or 300 RPM. As long as the wheel stays under that period, all should be good. In fact it could come close to it but cannot exceed that speed. But even at 120 RPM that would be phenomenal. The fact that the arms are small to reduce gravitational differential also helps decouple them from the main wheel motion.

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