Feb 19, 2015
Reciprocity theorem in Geometric Algebra
Reciprocity theorem in Geometric Algebra
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The reciprocity theorem involves a Poynting like antisymmetric difference of the following form
\begin{equation}\label{eqn:reciprocityTheoremGA:20} \BE^{(a)} \cross \BH^{(b)} – \BE^{(b)} \cross \BH^{(a)}. \end{equation}
This smells like something that can probably be related to a combined electromagnetic field multivectors in some sort of…
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