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This page shows the theoretical basis for extracting energy from the Aether using the Aether Physics Model. The Casimir effect is widely considered to hold the key to extracting energy from the Aether. Taking the quantum case where the length (L) and area (A) are based on the Compton wavelength, the Casimir equation is written as:
The angular momentum times the speed of light produces the photon unit in the Aether Physics Model. Expressing the force in APM forc units we get...
where forc is equal to .034 newton. As explained on the Casimir Effect page, pi/480 is likely meant to be 1/16pi2.
Now we can cancel out the 16pi2 terms...
So according to the Casimir equation, a photon between two plates will cause a force. Increase the photons, and you increase the force. The Casimir equation can also be transformed into the Coulomb expression for the strong charge. From equation 1.3 we can replace the phtn/16pi2 with e.emax^2 * k.c...
and ultimately produce the Coulomb expression for the strong charge...
And this is further simplified in the Aether Physics Model to:
where rmfd is the quantum unit of the Aether and is equal to Coulomb's constant times 16pi2. This form of the equation is telling us that the Aether exerts a force between strong charges, proportional to the distance between them squared. The strong force is dependent on the strong charge. But due to the strong force acting by rmfd instead of Coulomb's constant, the effect is that compared to the electrostatic force, the strong force is proportional to the distance squared between the strong charges times 16pi2. This means the force of attraction drops off about 158 times closer with the strong force than with the electrostatic force. So far, from the Casimir equation we have shown that photons between plates can create force and that photon-created force is identical to the strong charge created force. In the Aether Physics Model capacitance is given a unit based on the equation for capacitance using plates of quantum dimensions...
where epsilon zero is the permittivity constant. The capacitance between two plates is dependent on the Aether constant of permeability, the common area of the plates, and the distance between the plates. The quantum unit of energy in the Aether Physics Model is tshankha and it is equal to:
If we want to know the energy available between two plates we would use this equation:
Equation 1.10 is a variation on equation 1.7. From equation 1.7, rmfd is equal to 16pi2 times Coulomb's constant. The permittivity constant is equal to the inverse of 4pi times Coulomb's constant. So the equation shows that the spherical constant times strong charge divided by the capacitance of the plates produces energy. The strong charge is inherent in the electron, the capacitance is a function of the Aether. There is no input into this system in order to get energy. Thus equation 1.10 shows how energy can be tapped from the Aether. This is called Zero Point Energy by some. In order for energy to come from this system, there must be a dielectric between the strong charges. The dielectric can be "free space" but then the load placed across the plates must not short out the miniature capacitor. Due to the 4pi spherical constant times the strong charge, it would seem that spherical capacitor plates would work better than flat capacitor plates. There is some validation to this supposition in actual experiments. Perhaps a good experiment to test the Zero Point Energy hypothesis would be two use very fine spheroid aluminum particles suspended in a dielectric solution with a surfactant and arrange for a load to be placed across the "plates". I'm starting a series of tests to acquire data. Hopefully the data will show how to actually engineer a working ZPE device. I'm releasing this information into the public domain in hopes that the technology comes to fruition for the benefit of everyone. More information on Zero Point Energy from Integrity Research Institute. A paper with very similar treatment with the theory presented on this page is Lecture No. 27, Our Future Energy Source, The Vacuum, 2002 by Harold Aspden. |
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Last updated on Thursday, May 03, 2007 02:16:21 PM