Induction off of a Ball-of-Light's Pole

A particle may be "induced" and ejected from any portion of a ball-of-light. However, there is one example that is very important -- how a particle can be induced and ejected off a pole of a ball-of-light.

A ball-of-light can have a wave sweeping over it from pole to pole. (Indeed, the direction of such waves usually define the poles of a ball-of-light.) When an electromagnetic wave approaches the pole of a ball-of-light, the magnitude of the electric or magnetic field will increase as the fields accelerate -- according to the laws of sines and cosines. In turn, this induces a stronger magnetic or electric field -- that is, the fields strengthen themselves as they approach the pole. Most importantly, while the cross product of the two fields will point to the center of the elementary particle, the fields -- if strong enough -- may induce a particle that is ejected from the pole of the ball-of-light.

Most of the energy of the wave will rebound and sweep towards the other pole. (If you analyze the fields, you will find the natural thing for the fields to do at the poles is to change direction and go in the opposite direction.) However, depending on how fast the field (wave) approaches the pole, some of the energy of the core ball-of-light will be lost in the form of photons and ejected balls-of-light. At lower energies, only photons are induced. At some point, if the energy of the wave is high enough, the energy curls around itself and may form an elementary particle.

The ejected particle's "lifetime" will depend on its harmonics. If it is a harmonic particle, then it will survive. If it is a nonharmonic particle, then it will decay. In general, the less harmonic the particle is, then the faster it will decay. A nonharmonic particle may even explode as soon as it is created.

In general, the faster the particle is ejected, the longer it will survive due to higher induced electric, magnetic and gravitational fields. It is almost as if the faster the particle is ejected, the "harder" it is.

Analyzing the fields at the moment of ejection

What happens with the electric and magnetic fields of the two particles immediately after the smaller particle is induced? The electric and magnetic fields of the two balls-of-light would be almost exactly adjacent to each other and would create a massive repulsing force at this stage. Thus, the smaller of the two objects would be ejected with high velocity.

Graphic of the fields opposing each other