We have succeeded in developing the electron binding energy equation, which predicts the 1s orbital positions for all atoms from first principles.
APM Predictions
Written by David Thomson
Friday, 05 February 2010 13:03
The Aether Physics Model predicts and explains measured values of physics from first principles. For example:
Casimir Equation
The Casimir equation is essentially equivalent to the strong force law of the electron.
The Casimir equation notates as:
Taking the quantum case of the Casimir effect where the distance involved between charges is the quantum distance (Compton wavelength) the Casimir equation converts to quantum measurement units as:
The APM strong force law for the electron notates in quantum measurement units as:
An experiment by Steven Lamoreaux1 produces a result within 5% of the Casimir equation. The APM predicts the same force within 3%.
Neutron g-factor
Using quantum measurements analysis, the neutron g-factor derives to a value of -3.831359. This compares to the Standard Model neutron g-factor of -3.826085. The APM is .001% greater than the SM value.
Anti-neutrino Angular Momentum
Assuming the conservation of angular momentum to calculate the anti-neutrino angular momentum from the angular momenta of the neutron, proton, and electron:
The APM predicts the angular momentum of the anti-neutrino due to Aether folding:
Strong Force Carrier Proportion to Electrostatic Force Carrier
The strong force carrier in the Standard Model empirically reveals to be 100 times greater than the elementary charge. In the Aether Physics Model, the strong force carrier of the proton and neutron compared to the elementary charge is:
The Aether Physics Model calculates the above values and many others from first principles. In addition, the theory explains why the values are what they are. We show the key quantities in physics are not just random, but have an exact value based upon a quantum-scale, dynamic Aether.
[1] Lamoreaux, Steven, “Demonstration of the Casimir Force in the 0.6 to 6 µm Range” (Phys Rev Lttrs, vol 78 num 1, Jan 6, 1997)