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Old 24-April-2008, 05:00 PM
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Bogie Bogie is offline
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Quote:
Originally Posted by Neverfly View Post
The infinite reach of gravity in the ISU
Like a Mirror in a Mirror...
If you ever followed my idea of how matter forms from quanta you know that the surface of the proton is surrounded by low energy density relative to the density of the proton itself. The low energy density attracts quanta but the proton is already complete and cannot accept any more quanta, so the quanta that are swarming the low energy density around the proton end up forming an electron. I reason that there is one quanta of energy in the electron for each quanta of energy on the surface of the proton on the basis that the proton would be being swarmed from all directions.

The number of quanta in a proton was developed on the idea that a quanta required a specific space and a bunch of pulsing quanta like in a proton would have an average space per quanta even though there would be quanta occupying different amounts of space and any given time.

EEPs (Elementary Energy Particles) in the following excerpt are energy quanta.

I will answer questions about this:

The infinite reach of gravity in the ISU
Relationship #1 is the surface vs. the volume of the proton. Simple math comparing the formula for the surface of a sphere and the formula for the volume of a sphere with these formulas: Surface Area = 4 pi r2; Volume = 4/3 pi r3.

To determine the specific numbers we need the radius.

For relationship #2, we know the relationship between the mass of the electron and the mass of the proton, both consisting entirely of EEPs, albeit at drastically different densities of EEPs; 1:1,836.

So we solve for the radius that gives us the same relationship between the surface and the volume of the proton as we get between the mass of the electron and the mass of the proton. That way, since my idea is that the number of EEPs in the electron at rest is equal to the number of EEPs on the surface of the proton, and a proton is a sphere in the ISU (Infinite Spongy Universe), then I have the number of EEPs in an electron at rest when I have the number of EEPs on the surface of a proton.

I did this using the trial and error method, this website, and an Excel spreadsheet and about five minutes. It turns out that a radius of 5,508 units gives us the right relationship, i.e. 1:1,836.

The result of 5,508 occurs at a surface of 381,239,356 units, and a volume of 699,955,457,517 units (EEPs in a proton), right at 1:1,836. The electron at rest equals the number of surface EEPs and so the electron contains 381,239,356 EEPs.