And They All Popped

In the post "Pop Now, Pop Later" dated 06 Oct 2017, the diagrams show \(\psi\) in orbit, the direction of motion was arbitrary.  However, since the right hand screw rule was conceived under the notion of conservation of energy, strictly speaking,

A photon is self propelling.  An electromagnetic pulse decays.  As both direction of rotation are equally probable, emission of a photon or an EMP is equally likely.  If a photon is emitted when \(A_f\) is upward, an EMP is released when \(A_f\) is downward as \(\psi\) moves beyond \(pi\) phase.

Which might explain the confusion of photons with \(EMW\)s.  They are both emitted for \(n\ge 1\).  When \(n=\cfrac{1}{2}\), that \(\psi\) oscillates between space and a time dimension, depending on the direction of \(\psi\), either a photon or an \(EMP\) is emitted with a state transition.

A photon emitting another photon, or an EMP!

If we can influence the direction of \(\psi\) then we can switch the material from a photon emitter to an \(EMP\) emitter and vice versa.  Conversely, the presence of photons or \(EMP\)s is indicative of the direction of \(\psi\) when \(n=\cfrac{1}{2}\).

When \(n\ge1\), if \(\psi\) are aligned and uniform, it could be that photons are emitted on one side and \(EMP\)s on the opposite side.

And they all popped.