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The purpose of this article is to present an elementary derivation of Maxwell's equations suitable for an opening lecture in a modern applied electromagnetism course. It is inspired by Dirac and the way he inferred his celebrated equation. Interestingly enough, his arguments, which are gradually fading away from modern quantum field theory courses, regain their vitality in the context of classical electrodynamics. Consequently, this derivation starts with (1) the (scalar) wave equation and leans on (2) the Huygens principle and (3) transversal polarization of light as an electromagnetic oscillation (wave). All three ingredients are firmly rooted among the experimentalfacts.
Maxwell's equations; education
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