Quantum AetherDynamics Institute

BREAKING NEWS: We have successfully developed the electron binding energy equation, which accurately predicts the 1s orbital electron binding energies for all the atomic elements.

Inspired by the work of Dr. James G. Gilson with the Fine Structure Constant I am doing my own investigation with regard to the Aether Physics Model.  Below is my proof that the Fine Structure Constant is the proportion between a subatomic particle's elementary charge and its strong charge.

The Fine Structure Constant is designated by alpha (α) and is defined by NIST as:

The NIST equation for alpha can be rewritten as:

                                                (1.1)

But the Fine Structure constant is not directly related to permittivity.  It is a function of the conductance of the Aether, and more specifically it represents the proportion of spherical electrostatic charge to the equivalent spherical electromagnetic charge. 

or,

and is derived from the Unified Charge Equation:

There are actually fine structures for each subatomic particle. 

where p is the proton fine structure and n is the neutron fine structure.  

The angular momentum times the conductance constant gives the electromagnetic charge of the electron.  The geometry of the angular momentum can be shown to be the equatorial region of a sphere where the area claimed by the angular momentum is 1/4pi of the entire area of the sphere.  Experiments prove that the electron has a spin of 1/2.  This means the actual angular momentum of the electron is only half of a full revolution.  The relationship of the area of angular momentum to the corresponding sphere is shown in Figure 1.  The small red sphere represents the electrostatic charge.

Figure 1 Subatomic Particle Geometry

Image copyright © Dan Marquez 2002

By multiplying the electromagnetic charge by 8pi, the electromagnetic charge has the equivalent geometry of a sphere. 

The Fine Structure constant is the proportion of the spherical electrostatic charge to the equivalent spherical electromagnetic charge, thus each particle has its own fine structure constant.  

The fine structure of the subatomic particle is then also instrumental in calculating the "weak nuclear force" associated with a given particle.