Precursor Field Curving Twists

I think I see the geometry of how the twists could form closed quantized loops. If there is a geometrical explanation for the particle zoo, I think this model would be a viable candidate. It has a huge advantage over all the geometric attempts I see so far, all of which have been shot down because the experimental evidence says subatomic particles have no size–collision angles suggest zero size or very tiny, yet all previous geometrical solutions have a Compton radius. This model has the ring in the R-I plane, meaning that collisions would have to hit a one dimensional line, thus appearing to have zero radius.

I have to wonder though, am I just spitting in the wind. No serious physicist would entertain primitive models like this, it’s like the old atom orbital drawings of the 60s before the quantum concept of orbital clouds really took hold. I had one physicist tell me that my geometric efforts faded out in the early 1900s as the Schrodinger view and wave functions and probability distributions really took over. Geometry lost favor as too-classical thinking.

Yet I really struggle with this. Geometry at this level implies logical thinking even if it accompanies a probabilistic theory (quantum theory). If we abandon geometry to explain the particle zoo, are we not just admitting that God created everything? Really, saying geometry cannot drive the formation of particles is like saying some intellect put them there. The reason I persist with a geometrical model is because I just don’t believe this universe was intentionally created, instead, I think it spontaneously formed from nothing. It’s very much one of the few true either-or questions–creator or spontaneous formation. If there’s a creator, I’m wasting my time since the particles are intentionally formed with a basis I cannot see–but that approach has the “what created the creator” paradox. I strongly believe that the only possible valid self-consistent solution is spontaneous creation, and that requires a logical (geometrical, in some way) explanation for the formation of particles. That is why I persist with these silly primitive efforts–with what I know, a logical derivable explanation has to be there and I’m using all my thinking efforts to try to find it.

Anyway, I think I figured out how unitary fields could produce rings from curving twists. The picture below is really tough to draw, because the arrows draw propagation direction, not twist orientation for a given point. But what I realized is that when the background state is constant, a twist will propagate linearly. However, if the background state has some rotation, trying to rotate normal to that rotation actually induces a rotation that has its maximum twist in an offset, or curved, direction. Perhaps if you imagine a field of dominoes pointing straight up, pushing one domino will cause a linear path of fallen dominoes. But if all the dominoes are slightly tilted normal to the direction of propagation, the fallen domino path will veer away from the linear path. This means that you should be able to form a twist ring if the twist line of the ring lies in the Ry-I plane, but there is a rotation in the Rx direction at the center. More complex geometries can easily form from other closed loop structures when the means for twist curvature is brought into the model.

So far, in the quest for a geometrical explanation of the particle zoo, this is what I think has to happen:
a: R3 + I
b: restoring connection to I to enable twist quantization
c: neighboring connection to propagate the twist
d: twist propagation can be altered when passing through an already tilted twist region, where this twist region is normal to the twist curvature
e: whole bunch of other issues on causality/group wave/etc etc discussed in previous posts.

I fully admit my efforts to explain the particle zoo may be primitive and too much like old 1900s classical thinking. I am thinking that twists to a background direction are the only geometrical way quantization of the particle zoo energies can be achieved. Whether that is right or wrong, I am resolute in thinking that there has to be a logical and geometrical basis for the zoo. The current searching for more particles at CERN so far doesn’t seem to have shed light on this basis, and assuming that particles just are what they are sounds like either giving up on humanity’s question for understanding or admitting they were intentionally created by something–but then what created that something? That line of thinking just can’t work. There’s just got to be a way to explain what we observe.



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