What is the true nature of the physics of the lever?

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    Lever Physics
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The discussion centers on the significance of the physics of the lever, with one participant asserting its fundamental importance in understanding various physical phenomena, including strange attractors. They present a mathematical law for lever dynamics and reference simulations demonstrating the complexity of lever systems. The conversation emphasizes the interconnectedness of lever principles with chaos theory and other complex systems in nature. There is a call for broader exploration beyond traditional lever physics to encompass its implications in various contexts. Ultimately, the dialogue highlights the need to consider the lever's role in a wider array of physical phenomena.
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I'm back again. My physics of the lever is better than any other.

All of physics, even Newtonian mechanics stumble upon
The Physics Of The LEVER!
 
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me & sexwish, we are one

hi,

I tauhght I was banned so I preregistered under dedaNoe.

How are this attractors, on the page you provided, physics related?
 
Lama said:
Hi sexwish,

First, you have a very nice website.
With a nice language feature! :biggrin: :wink:
 
My law for dynamics of the lever was:

F'=Fsoc(a)-Dsin(a) and D'=Fsin(a)+Dcos(a)

It is a sort of linear attractor, right?

Have you seen my simulation?
www.geocities.com/dedaNoe/_files/particle_sim.zip
For binary dept = 2 it's simple, two weights lever...
For binary dept = 14 it's highly complex, chaotic lever...

But can we, please, stick to my Physics Of The Lever instead of jumping to other theories (chaos theory)?
 
But the most phenomena in nature are complex, so why should we stick in the trivial side of the Physics Of The Lever, instead of exploring any possible state of it?

If you clime that the Physics Of The Lever is a fundamental law of nature, then, in my opinion, you cannot limit your research to some limited side of it.
 
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