Theory Governing The Origin Of The 4 Fundamental Fields Of Physics

A unique insight is that for a fixed mass under sinusoidal acceleration, changing is angular phase will also change its acceleration to configure the 4 measured and agreed forces of physics.

Let us observe the identities which govern their strengths.

Quantum Scale Approximation

Quantum amplitude is sin ( x ).

Relativistic amplitude is 1/( sin ( x ) ), determined within the quantum particle.

A [ R, 1 ] = a [ max ] * sin ( 0 ) ,

Electromagnetic Flux (real flux) ,

1 / A [ Max ]

A [ R, 2 ] = a [ max ] / ( sin ( Pi/2 ) ) ,

Chromodynamic Flux/Field

A [ Max ]

A [ R, 3 ] = a [ max ] / ( sin ( 3 * Pi /2 ) ) ,

Gravitating or Accelerating Particle/Spin ,

Electromagnetic Spin/Particle ,

- 1 / A [ Max ]

A [ R, 4 ] = a [ max ] / ( sin ( 2 * Pi ) ) ,

Chromodynamic Spin/Particle ,

- A [ Max ] ,

Quantum Variable

i , n :

A [ i ], A [n] ---> [ natural number ] ,

Dependent Dimension Quantum Number or Baryronic Number

A [ Min] = + 1 / n , - n / 1

A [ i ] = + i / n , - n / i

A [ max ] = + n / n , - n / n

= + 1 , -1

From "n", we can see that there is a vastly large array of particles and fields associated with them. They may explain why there is so much complexity in chemistry and biology. It would take a phenominally long time evolved event to present all of the energy field developments. Only billions of years seem paltry to achieve that universal complexity. Time evolves at a constant rate as it always has and as it will continue to do.

The inner field inverts at the centre to generate the outer field - the universe. Particle to field self-similarity is replete throughout nature.

© Sydney Matinga 2026