[zanderbaxa]

Do electrons orbit the nucleus by phasing in and phasing-out of space-time? When an electron is excited to move to a higher orbit does it traverse the space between orbits or phase-out of the ground-state then phase-in in the higher orbit? When the electron collapses back to the ground-state does it traverse the space between the obits or phase-in at the ground-state? When it phases-in to the ground-state is at the same place it phased-out or somewhere else in the ground-state shell. Is there a time-interval between transitions? Is the photon frequency dependent on distance between orbits or time-intervals between ground-states (regardless of whether it phases-in or phases-out or traverses the inter-orbital distance)?
If an electron phases-out or phases-in it cannot cut magnetic flux. If the electron stays phased-in, as it orbits, an envelope of magnetic flux is around the electron. In this case the electron is in the center of the ring of a torus. If it stays in space-time during transition it will cut the magnetic lines thus causing it to move, On collapsing, it cuts the magnetic lines in the opposite direction causing movement in the opposite direction (motor theory). This can be thought of as a vibration and is mutually perpendicular to the flux and directions of the electron. Can the vibration be thought of as the frequency of the photon. In this scenario electro-magnetic-waves are not recursive interactions of magnetic and electric fields; but the cross-product of the instantaneous direction of the directed momentum of the electron and the magnetic flux.
Not only does the forgoing explain electro-magnetic-waves, it explains why the speed of light is constant in space. Visualize a jet plane travelling at 600 mi/hr. An observer measures the speed of sound at 340 m/s (air is 25C @ 1 atm), either stationary or in a vehicle going 60 mi/hr. The speed of sound is the same regardless of the motion of either the source and/or observer. Similarly, the speed of light in an elastic medium (the source of light is embedded in quantum foam) is constant regardless of the motion of the frames of references in which the source and observer are.
Another thing that can be explained is why all matter in a galaxy has the same angular velocity. Consider all the matter embedded in a medium rotating in a galaxy. The galaxy is a vortex in a vast ocean. This means that galaxies are island vortices in the vast ocean of space. The gravitational attraction between galaxies follow the stress contours of the medium: similarly to following the forces applied to them by the fabric of space-time. The gravitational forces, of space-time curvature, follow the contours of the stress of the medium, when mass displaces it.