The path of a naked photon’s electromagnetic manifestations through space forms perpendicular sinusoids for both the electric and magnetic manifestations.
Illustrated in graphical form:
Both manifestations associated with the entity are in phase and symmetric, as reflected in Maxwell’s equations.
But:
The assumption that the electric component was uncompensated in the second period at the Big Bang implies that from the third period onward, the two manifestations of electric and magnetic nature are no longer in complete, perfect phase synchronization. Instead, the two components exhibit a small phase shift over time.
As per illustration:
Both manifestations linked to the entity are in phase and symmetric, reflected in Maxwell’s equations as well.
The assumption that the electric component was uncompensated in the second period at the Big Bang has as a consequence that as from the third period, these two manifestations of electric and magnetic nature are not in total phase synchronization anymore. The two components show a small phase shift in time.
Graphically illustrated:
The time delay mentioned is assumed to be fixed and equal to 1 Planck time. Before the Big Bang, magnetic compensation could fully compensate for the electric manifestation per entity. However, the magnetic component of the causal system fell behind in exercising this capability due to a small shift in time. The magnetic compensation is always delayed from that moment onward. This transformation changes instant causality into observable causality with a time delay. In this scenario, the electric component is not fully compensated by the magnetic component as they approach equality, and instead, they pass through zero to exhibit an opposite behavior compared to their original characteristics. This pattern of under- and overcompensating is continuous. For a bare photon, the overall outcome is neutrality in electric and magnetic exposure to the outside world. Electromagnetic radiation is a well-known characteristic of photonic light.
The total free electric energy for each photon is determined by a small time delay of the Planck time and is relative to the wave frequency, represented by hf.