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physics.class-ph2005
The way back: from charge conservation to Maxwell equations
F. De Zela
The main purpose of this article is to disseminate among a wide audience of physicists a known result, which is available since a couple of years to the \emph{cognoscenti} of diffe…
physics.class-ph2004★ 1 cited
Linking Maxwell, Helmholtz and Gauss through the Linking Integral
F. De Zela
We take the Gauss' linking integral of two curves as a starting point to discuss the connection between the equation of continuity and the inhomogeneous Maxwell equations. Gauss' f…