Electrostatic Acceleration as the Result of Spacetime Curvature

Visual Physics Proper Time Adjusted Special Relativity  sim  Gravitation: Extrinsic Relativity Electrostatic Field and EM Waves Quanta, Wave-Particle Duality and the Uncertainty Principle Related topics Theoretical Considerations Metatheoretical Considerations Sociological Considerations   stb  See also History of the Visual Physics Project About the Site Guest Post at Tommaso Dorigo's Blog: Extrinsic Relativity To Do Open Questions Stubs edit Electrostatic Field and EM Waves Electrostatic Acceleration as the Result of Spacetime Curvature EM Waves as the Propagation of Fluctuations of "Electrostatic" Spacetime Curvature  stb  See also Proper Time Adjusted Special Relativity with Gravitation  stb  edit

The description of electrostatic acceleration as a result of spacetime curvature seems reasonable since gravitational and electrostatic accelarations have exactly the same form, and this suggests that the latter are also produced by some kind of spacetime curvature. (Here we will avoid the term "force" since the impression of the existence of a force seems to be an artefact. Instead of saying that we have a force that produces an acceleration, it seems to be closer to reality to say that we have an acceleration that produces a force, or the impression of one.)

The difference between the two forms of acceleration (gravitational and electrostatic), besides the units and constants, and the the difference in magnitude between the two accelerations, is the fact that in electrostatic acceleration we may have either attraction or repulsion.

One way of producing such a phenomenon would be to assume that electrostatic acceleration is due to a curvature of the spaceline (the space dimension) not in relation to time, but in relation to an extra dimension. I will try to describe things verbally, but