Torus-Shaped EMFs with Quantum Energy Levels – How Common are they?
According to the nonequilibrium theory of Prigogine, the tri-dimensional attractor has the shape of a torus (donut). If so, it shouldn’t be surprising that the Sun, the Earth, the Man, helium nanodroplets, and even elementary particles have the same torus-shaped nonlinear electromagnetic fields (NEMF). This article aims to show that not only are the shapes of all electromagnetic fields the same, they have the same dynamic, and quantum levels are specific for all of them. Helium nanodroplets were found to have a donut shape bulged at the equator and exhibiting turbulence in the equatorial area observed as a chain of alternating vortices (sucking energy in) and anti-vortices (throwing energy out). Bulging at the equator and turbulence meant that the droplets were spinning fast. When studied with Bragg scattering, the observed peaks indicate specific energy transfers hνij between discrete states, which means discrete quantum energy levels were present when turbulence was present. It seems that quantum energy levels are specific for all spinning systems exhibiting turbulence: starting with the elementary particles, which emit and suck back virtual photons from their equatorial area, and finishing with the Sun, which emits spinning plasma balls from anti-vortices in its equatorial area, which after a loop trajectory are sucked back by nearby vortices. Measurements of the human NEMF showed that it is also donut-shaped, has the same dynamic, and its energy levels are discrete, just like the atoms of which our material body consists.
