Dry Friction and the Milkovic Effect

[Mayo]

In this video, there is an obvious proof that oscillations are far more effective than rotations
https://www.youtube.com/watch?v=M6xLglhs3rs

[AB Hammer]

In this video, there is an obvious proof that oscillations are far more effective than rotations
https://www.youtube.com/watch?v=M6xLglhs3rs

I wouldn't go that far to say, for once the gravity wheel is proved, it will leave it in the dust. "So to speak".  We won't have to be there to keep it swinging. 

[Merg]

Magnetic-Gravitational Hybrid

Since the oscillations are proven to be more efficient than rotations, a Magnetic-Gravitational Hybrid is under development. Lately, it becomes more and more actual and is being developed as know-how.

From the book "Gravitational Machines" (2013) by Veljko Milkovic

A design with pendulum and permanent magnets enables higher energy density. One such example was published in 2001, and new versions are currently being developed, as well as know-how.

[tagor]

In this video, there is an obvious proof that oscillations are far more effective than rotations
https://www.youtube.com/watch?v=M6xLglhs3rs

there is absolutely no proof

with good bearing a wheel is infinitily more effective !
( because the kinetic energy is always in the same direction )

[Low-Q]

Magnetic-Gravitational Hybrid

Since the oscillations are proven to be more efficient than rotations, a Magnetic-Gravitational Hybrid is under development. Lately, it becomes more and more actual and is being developed as know-how.

From the book "Gravitational Machines" (2013) by Veljko Milkovic

A design with pendulum and permanent magnets enables higher energy density. One such example was published in 2001, and new versions are currently being developed, as well as know-how.

I have attached two images, taken your image as a starting point.


The first image shows what most people expect how the pendulum behaves when it is pulling the lever on the top, when the pendulum reach the bottom. The path is symetrical allowing the pendulum to swing freely without losing fluctuation. The red path is the expected one.


The second image shows how the pendulums path really are going. As you can see the path is not symetric. The inertia of the levers right hand weight will not change direction in the instant when the pendulum reach the bottom. So the pendulum is restricted from continuing after it has reach the bottom. This will slow down the pendulums fluctuation and make it to a stop quite quick. Energy must be applied to make it continue. Infact the same energy as it take to lift the right hand weight. The red and the green path in the second picture is what really happens - note the arrow to see direction of the path.