Quantum AetherDynamics Institute

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

Coulomb's constant can be conveniently represented as the result of four discrete components.

Starting with Coulomb's Constant:

(1.1)

The units are expanded to:

(1.2)

From the above it would appear that Coulomb's constant might be a combination of velocity, inductance and capacitance.  But in the Aether it is known that the units of inductance and capacitance are actually involved in permeability and permittivity, respectively.  This leaves the units of amp per volt, which is conductance, which is in units of siemens:

(1.3)

It would appear that the Aether contains a conductance constant, which can be derived as:

(1.4)

(1.5)

such that Coulomb's constant can be expressed as

(1.6)

This reveals four factors contributing to Coulomb's Constant:

1. Speed of Light

2. Conductance of Aether

3. Permeability of Aether

4. Permittivity of Aether

As is seen on the Charge page, subatomic particles have more than just an elementary charge.  Electrons, protons, and neutrons also have a strong nuclear binding charge, or electromagnetic charge.

(1.7)

This gives another expression for the conductance constant:

(1.8a) and

(1.8b)

From equation (1.8a) it can be seen that conductance of the Aether is a swirling motion as it is related to the angular momentum of Planck's constant.  The conductance constant can also be expressed in terms of Aether charge associated with conductance and Aether angular momentum; where angular momentum of mass associated with the Aether is equal to:

(1.9) or

(1.10)

m_a is the mass associated with the Aether, F_q is the quantum frequency, and is the Compton wavelength (quantum length.)  In terms of Aether values, the conductance constant is expressed as:

(1.11)

where e_a² is the electromagnetic charge associated with the Aether.  The same relationship to the conductance constant can be obtained with the proton and neutron.  This common relationship is due to the universal mass to electromagnetic charge ratio.

One practical use of the Aether conductance constant is in the equation for particle strong charge (electromagnetic charge). 

Geometry of Coulomb's Constant

The geometry of Coulomb's constant is a plane as expressed as:

(1.15)

or

(1.16)

where m² / coul² is the same as St² (stroke squared.)  This plane represents the boundary between space-time and subatomic angular momentum.  Stroke is further defined on the Gravitational Constant page.  The shape of the plane can be a cylinder, the surface of a sphere, or any other simple surface determined by the configuration of the charges involved.

Coulomb's Constant is also closely related to the rmfd (or A_u) constant.