By Bo Lehnert
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Extra info for A Revised Electromagnetic Theory with Fundamental Applications
5. 82 of the flux factor, there was hardly any detectable change in the plateau level87. 51 for five amplitudes with k5 = +1. Having instead k5 = −1, one ends up into a “barrier” in hyperspace; • That the minimum level is found to increase when including an extra variable amplitude is not in conflict with the principle of the variational analysis. This is due to the fact that any function q ∗ of the amplitudes in the hyperspace (a3 , a4 , a5 , . 969, being obtained at the plateau in the three-amplitude case.
A minor difference between matter and antimatter will then not be included in or come out of the models. With such geometrical configurations, annihilation reactions can be imagined to become “explosive” on account of the mutual forces which remain attractive at any separation distance of two particles consisting Chapter 5 General Features of Steady Axisymmetric States 43 of matter and antimatter. When the particles tend to overlap at a vanishing such distance, the local charge distributions would then cancel each other completely at any local point.
The result is then an overdetermined and unacceptable system of nine equations for the six components of E and B. With respect to the volume forces, the present method of proceeding has therefore been based on an analysis of the resulting integrated force balance in every particular case. 3 for a photon model. 8 A Revised Electromagnetic Theory Characteristic features of present theory This chapter is ended in summarizing the characteristic features of the present theory: • The theory is based on the pure radiation field in the vacuum state; • The theory is both Lorentz and gauge invariant; • The nonzero electric field divergence introduces an additional degree of freedom which changes the character of the field equations substantially, and leads to new physical phenomena; • The velocity of light is no longer a scalar c but a vector C which has the modulus c; • Being based on the pure radiation field, the theory includes no ad hoc assumption of particle mass at its outset; • A possible arising mass and particle behaviour comes out of the “bound” states which result from a type of vortex-like “selfconfinement” of the radiation; • The wave nature results from the “free” states of propagating wave phenomena; • These “bound” and “free” states can become integrating parts of the same system.
A Revised Electromagnetic Theory with Fundamental Applications by Bo Lehnert