A Triple-Helical Donut of Kaus

While I’m waiting for the peer-reviewers comments on my sneaky theory on quantum gravity, I’ve decided to do something difficult. I’ve decided to try to understand the motion of elementary particles of energy (kau) once more, but this time I am applying the equations I learned in the preparation of my quantum gravity paper.

Don’t expect this post to be as clear as the ones I’ve posted in the past few weeks and months. There’s a reason why I abandoned elementary particles of energy for a while: I couldn’t get the physics to make sense. I don’t expect to solve all problems in this post.

However, I think I have a new angle that should make the physics make better sense. The angle is unlike in my first attempts to think about the reflection of elementary particles of energy. That is, the model focuses less on reflections and more on the shape of two entangled helices of elementary particles of energy. Once I get a rational shape sorted out, the reflections should come naturally. Or this is what I hope for now.

So, what is the new angle? It’s the idea that energy moves in toroidal helical waves that wrap into ever larger toroidal helical waves. But unlike my previous idea, the motion of a single elementary particle of energy is never tangential to the helix, but perpendicular to it.  The distinction is quite hard to explain in words, but it should be possible to be made into an image. Or at least once the theory is fully fledged, it should be possible.

For now, I’m slightly constrained by Blender. Making even a somewhat representative model requires a huge number of turns in the helices. But Blender only allows for a single helix to be drawn with a maximum of 1000 turns. In the model below you can see how I can’t even properly draw a toroidal helix with three levels of helices without running out of turns:

(Sorry about the poor resolution. I've had to reduce the quality of my videos to fit with the 500 MB limit of the free WIX account)

This isn’t an impossible problem for the model. I can always create my model from segments, but the problem is that before the model is mathematically correct, making the extra segments just causes extra hassle with very little benefit.

So, is the model above correct? I’d have to say: who knows? Having worked in the idea for a couple of days, it seems the model might make sense. The main point in the model is that in the smallest of levels the helical turns follow the same logic as in the sneaky theory on quantum gravity: i.e. the helix of particles twist in a manner that allows for the bending of a torus, like this:

When talking about molecules, the helix of particles (molecules) moves tangentially, when the model is applied to particles of energy (kaus), the particles move as wave fronts along the torus.

And here I need to be perfectly honest. At the current stage, the model is still an idea. There are so many places where even a small discrepancy might make the idea impossible. This means that if I were a betting man, I still wouldn’t bet too much on the idea. Although a small bet might already be ok.