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I think this might not work, because I want to apply the concepts to a
spinning disk-magnet in the real world, and an infinite current-sheet
won't fit. Therefor I'm trying to imagine what goes on near the surface
of a very large, very thin, disk-shaped permanent magnet which spins on
axis.
Perhaps the disk-magnet could instead be modeled as an array of many tiny,
close-packed dipole magnets, with their N poles on one face of the planar
array, and their S poles on the other. What happens when such a magnet
moves relative to an electron? Or when it *spins*?