Let me see if I can explain what you are saying in your paper.

1. You accept that Planck's constant describes the energy of photons.
2. You propose that your constant describes the geometry (size) of the emitting structure. 3. You assume the size of the photon is given by rp, as defined in Equation 1, which relates energy to centrifugal force of an electron in a circular orbit having a radius of rp.

Since rp has different dimensions in different quantum states within atomic orbits, the size of the photon is also variable in a quantum way based on your approach.

4. You then calculate the gravitational field Einstein would expect to result from this force.

You lost me at this point. A gravitational field induces a force, not the other way around. The force you have calculated in Equation 1 is a centrifugal force, which does not have any detectable gravity associated with it when it is produce in the normal world. Are you proposing that gravity, as we know it, is produced by the motion of electrons in their atomic orbits?

Ed

On Jun 18, 2009, at 1:13 PM, fznidar...@aol.com wrote:

Answer:? Construct an inverse Bose condensate of protons and vibrate that condensate at a frequency determined by the dimensional constant of 1.094
megahertz-meters.


How do we do this? Must and inverse Bose condensate have mobile protons? Will phonon vibrations within the lattice provide enough mobility? I don’t know.

There must be energy levels with the condensate. The difference between the energy level must equal the energy required to spin bond two protons. What is this ene rgy? I do know the frequency. Its determined by the megahertz-meter relationship. Perhaps the delta E can be extracted from the frequency. How are these energy levels established, I don’t know.

Can the reaction be simulated on a much large scale (lower frequency) with a mechanical apparatus? Perhaps this is ball lightning. I tried to do this and failed.


Perhaps all of these details will become clear. As for now they are hazy.


Frank Z


-----Original Message-----
From: fznidar...@aol.com
To: vortex-l@eskimo.com
Sent: Thu, Jun 18, 2009 2:08 pm
Subject: Re: [Vo]:Fringe

However, I would like to know, based on your model, exactly which kinds of atoms and how I need to arrange them in a solid or living cell to cause a nuclear reaction to be initiated

Answer: Construct an inverse Bose condensate of protons and vibrate that condensate at a frequency determined by the dimensional constant of 1.094 megahertz-meters.


, i.e. how the Coulomb barrier is overcome. Also, I would like to know how the resulting energy is dissipated without producing significant radiation.

Answer: The range of the strong nuclear force is extended beyond the range of the coulombic. This is done in a di-force field medium that consists of a vibrating Bose condensate.

Also, I would like to know how the resulting energy is dissipated without producing significant radiation.

The energy is downshifted. This knowledge will allow for cold fusion device that emit energy in the radio frequency band. I have been trying to do this.

If you can answer these questions without too many assumptions, I would be interested.

Thank you Ed. Cold fusion is a small part of what I put forward. I have derived the energy levels of the hydrogen as a condition of electromagnetic and gravitomagnetic accessibility. I have applied this vibrating Bose condensate thing to the hydrogen atom. Many things come out of the analysis, such as; It explains why the electron does not spiral into the nucleus.


Quantum physics can be built on a structure of the stationary quantum states de fined by Plancks constant.. I have shown quantum physics can be built on a structure defined by the velocity of transitional quantum state. This velocity = the fine c/twice the fine structure constant.

So what is the big deal? I have just rearranged known values. The big deal is that the transitional velocity is a classical constant. It is set by the velocity at which disturbances propagate within the electron.



Dell Days of Deals! June 15-24 - A New Deal Everyday!

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