How can Photon ∆E=hf electron e² interactions form Time temporality

We can have an objective theory of quantum mechanics, by explaining the mathematics as a geometrical process that forms the characteristics of time. Within such a theory the atoms of the periodic table are standing waves in time with light and matter, in the form of electrons, being waves over a ‘period of time’ with a probabilistic uncertain ∆×∆pᵪ≥h/4π future coming into existence when light interacts with the electrons that surround the nucleus of an atom.

 

Light waves radiate out spherically 4πr² forming uncertainty of when and where the wave front will encounter the electrons of an atom forming a photon ∆E=hf electron coupling that has particle characteristics.

 

In this theory, the photon and electron are two aspects of the same process that pinches the beginnings and the end of the light wave forming spherical harmonics, just as on a bounded guitar string, only a certain number of waves can exist. You can have one wave, two waves, or more, but never any number that is not a whole number.

 

This forms a starting point of the process in the form of the Planck Constant ħ=h/2π of action. The Planck constant ħ=h/2π represents a constant of action representing the smallest circumference 2πr of a geometrical process of energy exchange.

 

The wave function Ψ² that is represented by Schrodinger’s equation forms the forward passage of time itself within an individual reference frame. Light photon ∆E=hf energy is continuously transforming potential energy into the kinetic Eₖ=½mv² energy of matter, in the form of electrons. Kinetic energy is the energy of what is actually ‘happening’ the energy of motion. The dynamic geometry of this process forms Heisenberg’s Uncertainty Principle ∆×∆pᵪ≥h/4π. That is this theory represents a probabilistic future continuously unfolding relative to the electron probability cloud of the atoms and the wavelength of the light.

 

We have the constant ½ in the equation for kinetic Eₖ=½mv² energy, in the dynamic geometry of this theory this is because the radius is always ½ the diameter of the sphere.  

 

Spherical geometry would explain why so many properties are squared r² in physics as in t², c², e², ψ² and velocity v² as in kinetic Eₖ=½mv² energy.

 

Because this process unfolds relative the surface of the sphere we have to square the radius r² we see this as the charge of the electron e² squared.

 

This geometrical process forms the movement of positive and negative charges with the inner surface forming negative charge and the outer surface positive.

 

Charge is an innate part of all matter, whenever objects touch, it is charge that makes contact, therefore this can represent one universal geometrical process.

 

 

 

 

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