con't - jrc's question about photon
Even as an assistant professor of physics, I once taught that the E and B fields of electromagnetic waves were 'out-of-phase' and their sum, ~(sin^2 cos^2) preserved energy across the vast reaches of space. When I noted the "in-phase" diagrams in my textbooks, I thought them mistaken, but quickly convinced myself that the Maxwell solutions do yield E and B in-phase with each other.
This means that (E^2 B^2) energy is max at one point in the waveform and zero at another. Thus as the waveform passes through a point, the energy of the point pulses from max to zero, and this repeats every cycle.
The equations (1) in my essay provide exactly the mass-energy density compensation needed for conservation of energy at every point the photon passes through. This only works when the non-linearity of the field is taken into account, and this is "non-intuitive". As I said above, I hope to solve and graph the solution, but it ain't gonna happen in this comment.
I also hope to prove experimentally that the velocity of "an inertial frame" can be measured entirely within the frame, which is forbidden in principle by special relativity.
I'm grateful for the "great deal of interest" in my essay, as I believe that both GR and QM are essentially mathematically correct, but both embed physical interpretations that are incorrect. The math won't change, but the interpretation of physics will, when physicists understand that mathematical projections onto reality are useful, but don't actually impart the simplified structure to reality. Most physicists welcome new ideas, especially math, but not many welcome reinterpretation of physical reality that invalidates things they have taught and published and that got them to their exalted state in life. Nevertheless, I believe this way lies progress.
My very best regards,
Edwin Eugene Klingman