Inclusive spectra in single- and double-excitation models

Force exerted by a moving electric current on a stationary or co-moving charge: Maxwell’s theory versus relativistic electrodynamics

“…Simple calculations seem to be reserved for exotic systems [29]; the situation is more pleasing with illustrations of the angular momentum of the electromagnetic field (cf e.g., [30], and references therein). 12 For the sake of completeness, note that the term v j 0x /c 2 does appear in the so-called magnetic (Galilei-covariant) limit of classical electromagnetism [33][34][35]. However, the magnetic limit theory is sharply different from both MT and RED, replacing the Ampère-Maxwell law by the Ampère law.…”

“…Actually, however, Maxwell is wrong here since in S his E and B do not satisfy Maxwell's equations. (We know today that Maxwell, if he pursued this line of reasoning, would probably have arrived at the so-called magnetic Galilean (i.e., Galilei-covariant) limit of classical electromagnetism [33][34][35]. )…”