Gravity Wheel Power Cycle - A working Wheel Is Possible?

[Grimer]

I've found the letter on push gravity

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Hello Frank,

Hope you are fine, as you seem to be absent from the most interesting
places, including this group. I know you will love this one:

http://www.blazelabs.com/e-exp21.asp

remember to check out the movie on the same page.

We exposed some more lies in mainstream teaching, proved the existence
of the aether wind in terms of ultra-cosmic radiation, the pushing
force of gravity, and the possibility of making a flag which responds
to this wind. Next job is to work on the windmill.

Best Regards
Xavier Borg
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Mmmm.... he's a bit late. The Bessler wheel responded to the gravitational wind four centuries ago. 

[persume]

Copy of Grimers post:

Oh, and one more think to note. The containing structure can be made as stiff as needs be so no significant power is lost to the structure.

Right, so of course the best stiff structure to use is glass...right? :p

[AquariuZ]

Right, so of course the best stiff structure to use is glass...right? :p

Glass is strong, does not wear easily and can be molded.

BTW this is the wrong thread to comment on the Abeling Project.

[Grimer]

Deleted my comment as it has been covered by the previous post.

[mondrasek]

Grimer,

Your higher level derivative analysis is beyond me.  But I understand the Carnot cycle in regards to basic thermodynamics.  I am looking for corollaries between the Carnot cycle and the gravity wheel if they exist.  The gasses of a Carnot cycle follow the Nobel Gas Law of PV=nRT, if I remember correctly.  So if we cause a change in Pressure and/or Volume it results in a corresponding change in Temperature.  This is used in refrigeration and heat pumps.  Also, if we change the Temperature by adding (or removing) heat we force a change in Pressure and/or Volume and can use that to do work, e.g. turn a drive shaft.

I was thinking that P and V could maybe be analogous to Potential Energy and Kinetic Energy in the gravity wheel.  But I can't see how the Acceleration of Gravity can be analogous to Temperature.  In the case of Carnot cycles, Temperature has a range and thus a gradient can be established.  But not so with the Acceleration of Gravity, a constant at the surface of the Earth.

Also, in the case of the Carnot cycle the energy transfer is dependant on phase change, from liquid to gas and back again.  That unique property, where a liquid remains at a constant temperature, while absorbing heat, until the liquid is completely converted to gas (and visa versa), is what allows for this cycle to be used to perform work, right?  Do you see anything analogous to this phase change scenario available for gravity wheel dynamics?

Your idea of working backwards from the answer is exactly why I wanted to learn more about your analysis and hopefully get the input of others.  Thanks for your efforts so far.

M.