In my last post I showed a very complicated model describing all of the rules governing chiral reflection of elementary particles of energy (kaus/dots). Today, I decided to look at the model and see whether I could take elements away from it without losing any of the rules. But I ended up not exactly removing elements, but just replacing them with ones that will probably we more convenient for the inevitable equations. I did remove the cones and spheres, leaving only rings to indicate where they were.
In fact, replacing the two unit spheres of flyby with three rings of reflection and two flyby rings allows me to illustrate the path the kaus take much better than using spheres. This is what the reflection model with the improved elements looks like:
It might be that what I did today was mostly procrastinating. Instead, I could have spent the time adding the inward tilt to the yellow flyby paths/rings that mentioned in my last post. On the other hand, I needed to make sure my model made sense, and it really does seem to do so.
Perhaps now is the best time to repeat the promise I made a while ago. I’m going to pause posting new posts until I have the equations for at least one unit sphere of reflection perfect. It might be that I’ll be able to do that very quickly, or it might mean a pause of several days or even weeks. On the other hand, if the equations are correct, it should be exceedingly easy to flip some numbers to describe all four types of chiral reflection. And I should be able to make a reflection model where kaus actually move along the accurate flyby paths along the model. If I can do that, perhaps I can start making more noise of the discovery. Thus far, the only place I’ve really advertised the theory is in my Facebook feed, which hasn’t proven very viral.
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