The Quantum Field Equation & Universal Field Equation
- Sydney Matinga
- Apr 23
- 2 min read
Updated: 6 days ago
Q = constant charge
q = variable charge,
V = quantum field
W = q * V,
W = V * sin ( I * t + Q ),
(The above is the Quantum Field Equation or the Universal Field Equation)
W = V * sin ( q + Q )
V = r * sin ( i + I )
V = sin ( r + R) * sin ( i + I )
V = sin ( v + V)
Voltage (magnetic flux) is the quantum component of electrical or electromagnetic field waves in electrical conductors. It is the time independent field which is used to amplify or accelerate the current. It is spatial which is why magnetic voltage or all potential difference known as amplification is space - the quantum field.
Charge evolution is purely electrical and it is the displacement of charge in an electrical wave's transverse axial motion. It is time evolution. It could be defined as evolving charge expansion. Charge is the time component. Spacetime, c ^ 2 , is the electromagnetic flux constant.
Energy is the product of mass and spacetime
---> E = m * c ^ 2.
The equation is known to describe matter which means that matter is of constant and quantised electromagnetic flux, or harmonic electromagnetic flux scale. Variable, electromagnetic flux is relativistic or contiguous and quantum electromagnetic flux, or non-linear flux scale.
Wavelength is quantised distance, and distance is magnetic, as earlier mentioned. Period is quantum space and time is quantised space. The two fundamental equations are worlds apart, in terms of their relationship, from Robert Maxwell's electric energy field equations.
Quantum Field Law Defined
Potential difference of any waveform is the quantum field. In simple terms, it is the electromagnetic wave amplification or any wave amplification.
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