—by Dr. I. Pearson
Today, I finally confirmed something that’s been lurking just beneath the surface of Stein Theory for weeks. We’ve long understood that the proton’s magnetic moment emerges from the rotation of its internal triangle triplet, but now we’ve locked it to something even deeper.
That rotation—of the charge centroid around the proton’s center of mass—doesn’t just happen to match the observed magnetic moment. It requires a specific angular velocity to reproduce μₚ = 2.792847 μN. That spin rate turns out to be: ω=4.81×10^23 rad/s.
This comes from geometric logic: take the distance from the proton’s center of mass to the center of charge in the triangle (~0.605 fm), and solve the magnetic moment from first principles. No loops. No field quantization. Just orbital radius and rotational speed.
Then it hit me:
That angular speed is not arbitrary. It’s not empirical. It’s constrained.
Using the principle of Spin Relativity, I applied the angular equivalent of Einstein’s light-speed limit: r⋅ω=c
And shockingly:
r=0.605×10−15 m
ω=4.81×1023 rad/s
r⋅ω=2.89×108 m/s
Which is within 3.1% of c, and given that doesn’t even factor in the expected relativistic time dilation yet, that’s too close to be coincidence
In other words, it seems very likely that:
The proton’s magnetic moment arises because its internal charge spins at the maximum angular velocity causally allowed by the speed of light.
This isn’t coincidence. It’s not tuning. It’s geometry—hard, beautiful, and fully deterministic.
When the triangle spins any slower, μₚ is too small. Any faster, and the COI edge would exceed c. It’s locked in at the causal edge of possibility.
This is the true origin of magnetism. Not from quantum fluctuations, but from a spinning +1 charge riding the very limit of reality. In Stein Theory, that’s not abstract—that’s the spin rate of the world’s smallest flywheel, rotating in perfect sync with the light-speed boundary of causality.
And now it’s measurable.
My head hurts. But the math sings.