An electron as it is propagated along a path without any aberrations due to singularities that act directly upon the field generation has a homotopic electromagnetic field that defines the Ward Neumman boundaries of its emanated phenomenal discharge. As the electron is a sense of motion, it also moves as a unit as it is propagated in whatever direction/curvature that it is going in. Since this motion is moving, there is a tangency between the condition of the electron taken as an object And the energy released by that object moves along the operand of radiation that is defined by its constant change in directoralization. The electron always changes in its relative direction orientation seeing that it is constantly spinning. Whenever something moves, it gives off energy. Energy is always accelerating, and thus, always propagating energy. Radial motion that is constantly applied is always changing direction along with a discharge of a differentiating energy. Thus, radial motion of an electron is always dispensing a certain tense or tenses of energy, whether that energy is statically given off, or given off as electromagnetic energy (namely light). A tense of energy associated with a phenomenon as the radial discharge of an object is more associated with a magnetic field. The right-hand-rule works because the discharge of an electron's energy due to spin-orbital interactions tends to be 90 degrees to the discharge of an electron's energy due to its angular momentum. I will conclude with the suspense of this session of this course on my blog later.
Sincerely,
Samuel David Roach
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