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Following some past advances, we reformulate a large class of linearcontinuum science equations in the format of the extended abstract theory ofcomposites so that we can apply this theory to better understand andefficiently solve those equations. Here in part II we elucidate the form formany time-harmonic equations that do not involve higher order gradients.

A unifying perspective on linear continuum equations prevalent in science. Part II: Canonical forms for time-harmonic equations