The Möbius Spiral

In today’s post I realize that I’ve been both wrong and right this whole time! Over a year ago I had reaches a point in my refraction equations that allowed me to write equation for curves that form a saint Hannes knot. But once I had these equations, I tried to match these with elementary particles of energy (kaus) moving at a constant speed of light but couldn’t make the equations make physical sense. The kaus would be racing out of step, which would mean that there would be no physical interaction explaining the orbitals. For over a month I tried to make the equations make sense, but to no avail. During this time, almost a year ago, I made the realization that curves don’t exist, but couldn’t really get reflections to explain the set of equations that I had presented.

So, for a year, I approached reflection from the bottom up, ignoring the fancy equations that I had presented. However, just a couple of days ago I realized that while my equations had been very close to correct, I had misunderstood the Moebius donut. To cut a long story short, I had thought that one could make a Möbius strip with a single helix of kaus, just by twisting it around an imaginary sphere. Well, if one ignores physical interactions, one can do this. But if one is to form a Möbius donut through reflections, it appears that one needs two parallel helices of kaus, where the inner kaus are half of the time reflecting from the neighboring helix and half of the time from the kaus of its own helix.

If the above text doesn’t yet elucidate the idea, hopefully the model below does:

It is otherwise identical to the general shape I’ve called saint Hannes knot, and originally a Higgs helix, but with helix following a secondary helical path. However, I’m the first to admit that the model above is a bit ugly. That’s because I haven’t fully incorporated the idea of the secondary helix to the theory.

So, you might ask, why did I complicate the original structure? The simple answer is that in the old model there was no reflection causing the outermost kaus to reflect inwards. Whatever I did, the old model seemed to unravel. That is, there was no true interaction that would make the old model physical…

Whether this Möbius spiral model solves the physicality problem, or not, remains to be seen. For some reason I’m pretty sure it will.