Why Does Squaring
Shell Mass Work

The square of the shells rule produces results for the size, mass, and force for nuclear particles that match measured values. There must be a reason why that simply squaring the value of one shells mass produces the mass of the next smaller shell. We can ponder that to see if we can find such a reason.

The rule assumes that nuclear particles exist as shell structures. Each shell is comprised of a single photon trapped in a circle by positive feedback and resonance. Three such shells make up a proton. Four such shells make up a neutron. Each smaller shell is more massive than the next larger shell by the square of the larger shell.

Smaller shells are more massive than larger shells because mass is determined by the frequency of the photon. Higher frequency equals greater mass. Each particle is comprised of one photon spinning in a circle of one wave length. Smaller wave length equals greater mass. So smaller wave length equals smaller circle.

A shell particle comprised of a photons trapped in circles inside larger circles would exist with their points of maximum amplitude synchronized. This would favor certain mass configurations. These configurations would have a mathematical relationship with each other. That this relationship would be the square of the mass was a wild guess.

The results were so perfect, that it was never tested. Such a test might add to the perfection.