Relative Motion of Vectors Produces Fields

Relative Motion of Vectors Produces Field Patterns

While experimenting with simple geometric constructions, I noticed an interesting effect.

Take two circles.
Give each circle a set of radial lines.

Now allow the circles to move relative to one another.

As the radials shift against each other, interference patterns begin to appear. The overlapping motion produces shapes that resemble a dipole field.

The effect becomes even more striking when the centers of the circles pass through one another.

At that moment the geometry briefly collapses into a singular point. The surrounding pattern resembles the type of field often associated with a black hole.

I recorded the experiment and posted it below.

The image below highlights the structure that appears during the overlap.

These patterns emerge from very simple motion. Two rotating systems. A shared center. Interference between their radial lines.

Sometimes complex looking structures arise from very small rules.

.:.