Latest Bhaskara wheel!

[sm0ky2]

Here's something that gives a little bit of credence to this
Almost all gravity machines can be disproved by a simple
"Center of gravity " analysis
When done on these bashkaras they appear to have one
thing in common


When you watch them in action, the center of gravity
is not always below the axis, but forms an ellipse
around the axis, above and below and back above again

[gotoluc]

Dear sm0ky2,

I do wish you success with your Bhaskara experiments

Kind regards

Luc

[Zephir]

Almost all gravity machines can be disproved by a simple "Center of gravity " analysis

I admit, that the Bhaskara wheel looks more suspicious than for example Rosch' KPP buoyancy system, being closed system. But such an analysis would be difficult even at the case of Bhaskara wheel. It would consider, that the fluid gets displaced exactly in equilibrium with center of gravity and that all droplets and bubbles get formed and disappear just at the moment, when the buyoance force requires to create and coalesce them. At any case, it's just the apparent violation of the classical laws, what makes this device intriguing. We all know, that such a device shouldn't work according to classical physics analysis.

[sm0ky2]

Classical physics would analyze this as a "closed system"
Since the mass is constrained to the peripheral of the wheel
And is (for the most part) balanced, the lifting and falling
of the weights cancels each other out and you are left with
the moment of inertia of the wheel mass to contend with.


Furthermore it would provide argument that in certain
positions the center of gravity of the wheel is below the
axis. While true, in certain positions the center of gravity
is above the axis, and both could be considered "balanced".




Once in motion, classical physics must abandon this "closed
system" approach. Now gravity is rearranging the fluid mass
Imparting a momentum into the water. (M=mgt) [include slope]
This momentum impacts the wall of the bottles and the
'back slosh' just oscillates (striking nothing).


If you analyze this mathematically, in which direction is the
positive momentum? Is it in the direction of rotation?
Or against the direction of rotation?


It its' magnitude greater than or less than the moment of inertia?


I think the 1 or 2 bottle analysis is going to hammer out these
details. Just as a rigid pendulum helps us understand a wheel.

[Zephir]

If you analyze this mathematically, in which direction is the positive momentum? Is it in the direction of rotation? Or against the direction of rotation?

From perspective of Kozyrev theory the side, which contains more mixed fluid and bubbles should get lighter. From perspective of my own theory, the thermal fluctuations should enforce the keeping mixture in shaken state and thus more distant from center of mass, than the equilibrium, so that this side should get heavier, which is what we essentially observe.