Given the interaction of the forces involved, \(\omega\) is forever.
The fields generated by the spinning particles are,
looking just like an electron "d" orbital. The vertical loops are \(B\) fields and the torus loop is the \(E\) field. The \(E\) field marks the presence of two \(T^{+}\) particles being captured, in orbit with two electrons of the paired orbit.
Depending on the number of paired orbits and their orientations, their resultant fields manifest different scattering patterns of charged particles.
The torus \(E\) field, which is oddly both positive and negative is the result of a weak field generated by two spinning \(T^{+}\) in rotation around the perimeter of a circle.
The \(B\) field was expected of orbiting electron(s).
Until next time...
