Gauss's boundary contains static particles

Faraday cage contains static particles

Both have a boundary that is conductive and thus can radiate.

Both radiate when a time varying field is applied

Both receive when transformed into a time varying field
provided when the magnetic and electric moves to cancellation

Both are applicable to Maxwell's equations for radiation

Both start and finish with a time varient current.

Both produce a charge by accelerating or removal of a charge via
deceleration of a particle.

The accelerant in both cases is the intersection of two closed fields.
( Electric field and a static field encircled by
the displacement current)

In both cases the particle has a straight line projection with spin

In both cases the particle vector angles equate exactly with that of
gravity and the Earth's rotation

Question ;
How does the particle ( singular) referred to in each case act like a
wave or become a wave as stated in Classical Physics?