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Writer's pictureKalle Lintinen

Learning to Twist an Electron

Updated: Jun 27

In today’s post of the 3D visualization of the theory of everything, I present a rotating 3D model of an electron. Or more specifically a rotating 3D model of the structural principles of an electron.

 

While hydrogen atom, or a Higgs boson is a rather simple structure with two interconnected loops with two knots on either end, an electron has a huge number of loops and a huge number of knots. In the Theory of Everything -manuscript currently under review, I present electron as a structure that always forms a knot at the  poles of the electron, forming a very distinct bump. Like this:

In actuality this is the image I show in the manuscript:

However, when viewed from the side, this bump isn’t as pronounced.

 

While the above model is quite close to accurate it doesn’t represent the indentation to be due to refraction. Or at least not the same kind of refraction as the main twisting of the electron. The above image assumes that each loop of the electron is twisted by 720 degrees. While I didn’t understand it back when I made the original structure, for the indentation to be caused by refraction, it should be a helix with two turns, with an overall angle of 720 degrees.

 

When this refractive principle is applied to the above figure, we get this:



While it might not look that different to the untrained eye, there is one major difference: in this figure, there is always just one radius for an individual turn of a helix. However, when the helix is twisted around itself, the radius of the quasi-sphere formed is larger than the radius of a single turn of the helix.

 

So, is this the structure of the electron? I’ll have to say that the likelihood for this is high, but I’m not yet 100 % certain. This idea is still very fresh in my mind. I need to put the idea under quite a bit more scrutiny to be sure.

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