The fields generated by the negative particles point in the opposite direction given by the right hand rule. The whole orbit of the inner particle (in black) spins along a diameter so that the outer particle (in red) spins along the red orbit. In this way, the innermost particle has three spins, the next particle has two spins and the outermost particle has one spin. The three types of negative particle nuclei are,
Type In (\(e^-\), \(T^-\), \(g^-\))
Type IIn (\(T^-\), \(g^-\), \(e^-\))
Type IIIn (\(g^-\), \(e^-\), \(T^-\))
This is not the same cyclic permutation as positive particle nuclei, two particles have swapped layers. The new order is (\(e^-\), \(T^-\), \(g^-\)).
Could this layering go on to four, five and more layers? What about the positive particles?
It is equally likely that a positive particle be caught in the weak field of the spinning negative particle and be sent into circular motion as the weak field spins with the orbit of the negative particle. In general, the interaction with a mix of positive and negative particles is much more complex. However, the general principle is that the particle is caught in a corresponding weak field of a spinning particle. The orbit of the spinning particle itself is spinning about a diameter, and sends the captured particle into spin. The spinning captured particle generates a weak field which in turn attracts another particle, ad infinitum.
A spinning fourth layer will result in the changes in at least one of the three spins of the innermost particle. This fourth spin can be orthogonal to the two spins in the second layer or be orthogonal to the one spin in the third layer, in these cases, spins in the second and third layers are not affected by the addition of the fourth spinning particle to the nucleus.
Science is like a turban, you just know there is an onion inside.
