Comments on the Electron’s Electric Field
(and related comments on EM waves)
In Post #1 – “Unveiling of the Electron with a Pictorial View”, the electron was shown to only consist of a magnetic Bθ field. It had no “hard” particle and no electric field was shown.
It should be clarified that the electron does not have an electric E-field even though it can exert an electric force, on another electron for example. The electric force is mobilized between two electrons, for example, when their B-fields encounter each other. This creates incremental changes in Bθ , relative to each field, in the zone of the encounter. Thus, per Maxwell’s equations, each incremental change in Bθ results in an incremental change in E. The summation of these incremental changes in E in the zone of the encounter gives Coulomb’s electric force between the two electrons.
Post #2 gave a mathematical derivation of the electron shown in Post #1. Post #3 explained how the electron charge worked. Review of these two posts explains the above phenomenon in more detail.
Posts 1, 2, and 3 were excerpted from the New Physics Framework book. Per Maxwell’s equations utilized in the book, it is also shown that the EM wave only consists of a magnetic B-field component. The E component is an electric force potential, not a field component. The E-force potential is derived from the movement of the B-field component; the E-force potential is synchronized and in direct proportion to the B component intensity but at right angles to it, of course. How an EM wave works is detailed in the book.
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