Static Magnets

In a metallic static magnet, the electrons have a crystalline structure that aligns their orientations.  In a non-magnetic metal the electrons have essentially random orientations.  For a non-magnetic metal, the spacetime parameters in any arbitrary direction have the average value dx/dt at the CM.  For a magnetic metal, the electron alignment induces a direction where Aligned_dx > Average_dx and Aligned_dt > Average_dt.  Consider an interaction between a magnetic metal and a non-magnetic metal in constructive interference of superposition interaction in a given period of time as duration dt.  

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Average_dx < Aligned_dx by specification of alignment.  The superposition Aligned_dx + Average_dx is smaller than Aligned_dx + Aligned_dx, since Average_dx < Aligned_dx.  A smaller distance means the objects are closer together.  The closer the CMs are together, the greater the differential between Aligned_dx and Average_dx, and this produces a continual reduction of distance, observed as an attractive acceleration.

 

Consider two magnetic metals having the same electron alignment characteristics, and distinguish the orientation as polarity North (N) and South (S).  Arrange the magnets in the same orientation as:

NS [] NS

This means the South pole of NS interacts with the North pole of NS.

 

Let 'N alignment' be arbitrarily characterized by N_Aligned_dx > Average_dx, where greater_than is arbitrary here, and

Let 'S alignment' be complimentarily characterized by S_Aligned_dx < Average_dx, so less_than instead of greater_than alignment distinguishes the polarity orientation.

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Then in constructive interference of superposition for S}{N (read 'S interacting with N') we have:

S_Aligned_dx < Average_dx < N_Aligned_dx,

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and the sum S_Aligned_dx + N_Aligned_dx < Average_dx + N_Aligned_dx so the distance between S and N is reduced, bringing an ever greater magnitude of disparity between N_Aligned and S_Aligned electrons, which produces a continual reduction of distance characterized as magnetic attraction.

 

Now reverse the orientation:

SN{}NS

This means the North pole of SN interacts with the North pole of NS.

 

Then in constructive interference of superposition for N{}N we have:

N_Aligned_dx > Average_dx > S_Aligned_dx,

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and the sum N_Aligned_dx + N_Aligned_dx > N_Aligned_dx + Average_dx so the larger sum is an increased distance that continuously increases and is observed as magnetic repulsion.

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So we see in GEM that repulsion is native property of EM interactions, which are not limited to absorption/reemission processes.