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07-06-2016, 06:22 PM
 ltseung888 Senior Member Join Date: Feb 2011 Location: Irvine, Ca Posts: 268
Quote:
 Originally Posted by wrtner There are numerous Veljko Milkovic threads. For instance: Veljko Milkovic' - 2 Stage Oscillator Violates 3rd Law of Motion Why start yet another one? .

On July 4, we discussed the following:

Reproduced from overunity.com

One comment:

If you can use gravitational energy continuously, you are effectively tapping into the essence of the Universe. The entire universe has masses of different sizes. They attract each other. We, the Earth, the Sun are all attracted by other bodies from all sides. We are effectively immersed in a sea of gravitational forces. We are being pulled from all sides. If the pull on one side is greater, the force can do work or provide energy.

What you are claiming is that the Milkovic 2SO can already use such energy. Please justify...

The key concept is that the pendulum can be 99% efficient. If we examine the seesaw action carefully, we will see that the weight is lifted twice with every push. The lifting occurs when the pendulum bob is at the lowest position. At that position, the velocity is highest. That also means the centrifugal force is greatest. The lifting of the weight is due to the weight of the pendulum bob plus the centrifugal force at that instant. The pendulum must be swinging with a large amplitude to have a large enough centrifugal force component to lift the weight.

So long as the pendulum is swinging with such a magnitude, the seesaw action will remain.

A normal lever can maintain a swinging/seesaw or oscillation action for some time if it is perfectly balanced. However, a true seesaw action can be maintained forever if the forces on the two arms are appropriately varied. In a playground, that appropriate action is achieved by the persons leaning or rocking their bodies.

In the Milkovic 2O, that appropriate action is achieved by the swinging of the pendulum.

The seesaw action of the lever can be made to do work such as creating a loud noise, crashing nuts or pumping water. Energy must be used to do such work. The question is - where does the energy come from? The non-observing layman or even scientist will automatically answer: "It comes from pushing the pendulum!"

The observing scientist will say: "The amplitude of the swing of the pendulum is hardly affected if the high centrifugal force motion is maintained." In the RHead100 video 5, slight finger motion can lift the 74 pound weight twice to a total height approximately (or more) the distance of the finger push. https://www.youtube.com/watch?v=AulAeyAjtzk

If the output energy (banging, crushing or pumping) does not come entirely from the finger push, can there be other explanation?

A plausible explanation not violating any laws of Physics is that the extra energy comes from gravity. The Milkovic 2SO leads-out or brings-in gravitational energy.
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