UPDATE: While the validity of the claim (quantum interference will induce stable particle formation in a unitary rotation vector field) is still holding up, the math used to compute the original image was wrong, and hence the image below needs to be updated. I’ve changed the rotation color mapping to make it easier to see the stable trajectory locations. The phase matching points (delta phase from all sources that sum to zero) now are shown as black rather than yellow, and I now have the sim actually draw the particle points (little white crosses) rather than me post drawing dots in the wrong place on the original image. The trouble with doing research is ensuring that everything is executed without mistakes, and that takes a lot of due diligence. Nevertheless, even with the mistakes corrected and a healthy dose of skepticism, I still am finding that the conclusion (stable particle formation in a unitary rotation field) is correct. Updated image:
ORIGINAL POST: Another step forward for the premise that quantum interference is responsible for the creation of particles. The same principle that redirects particles in the two-slit experiment is shown here to induce circular motion of quantum interfering poles, provided you are willing to assume that our existence arises from a single-valued unitary rotation vector field–a field that can only assume a rotation angle but does not have any variation in magnitude.
Here is a sample output of the simulator that shows two vertically spaced, oppositely rotated poles spaced at the right distance that the propagated rotation waves output from one pole match the phase of a second pole. In the unitary rotation field, the wave rotation from one pole must match the rotation of the second pole because the field is single valued, only one possible rotation is possible at any given point. You can see the interference pattern from two poles spaced such the phase of one particle matches the phase of the propagated wave from the other. Since the field is single-valued, the poles must follow the circular interference pattern produced by the simulator. Note that the yellow region shows wave phases where rotations would not match, no particle can reside here.
The poles are clearly bounded to travel in a circular path within the regions matching the pole phase (either brown or green). Note that quantum interference far from the actual pole positions do not affect the motion of the actual pole positions I have marked as oppositely colored dots (they actually must be the same rotation and hence the same color) on the sim. Based on a variety of sim results, I believe there are many valid solutions consisting of different pole configurations (see previous post for a three pole solution).
Agemoz
Tags: physics, quantum, quantum interference, quantum theory
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