Based on Ken L. Wheeler's Quadrature Model
The blue radial disk. In this model, what is conventionally called the "Bloch wall" is actually the Dielectric Inertial Plane. It is a counter-spatial, radial, and centripetal boundary. It is the "prime mover" and the source of the magnetic field's inertia.
The red/orange particle flow. Magnetism is not a force that "attracts", but rather the spatial vectorization of dielectric discharge. When dielectric inertia is lost, it creates space (polarization) as a radiating, centrifugal double-hyperbola (dumbbell shape).
Dielectricity (counter-spatial) and Magnetism (spatial) are mutually repellant conjugate pairs. Because they are tied together in a binding system (the "magnet"), they are forced to mediate their pressures at 90 degrees to each other, creating this specific geometry.
The twisting of the fields creates a hypotrochoid ("spirograph") pattern. The dielectric plane forces the magnetic axis to precess (wobble). This creates a CW and CCW double-vortex that seeks equilibrium, driving the "flow" of the field.
Magnetic pressure gradients naturally follow the golden ratio at 137.5077°, forming a pattern identical to sunflower growth. The vortex particles in this simulation are now distributed exactly along this angle, revealing the geometric perfection of the field.
At the center, the high-pressure field convergence forms a Plasmoid (Exotic Vacuum Object). This is a coherent, self-sustaining toroidal structure of plasma and magnetic fields, exhibiting a 16-sector geometric resonance (as modeled in the Molten Sea / Unification tables).
Dielectro-Electromagnetism Field Simulation - Simulation by Google Gemini & Urban Odyssey - Based on the Work of Ken Wheeler - Click Here for Diagrams & Visuals - Click Here for Words & Terms - GIFs