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- W114869 abstract "The previous chapters of this book are devoted to the solution of Maxwell’s equations on differential form, where the focus is on finite-difference schemes and the finite element method. In this chapter, Maxwell’s equations are reformulated as integral equations, where the field solution is expressed in terms of superpostion integrals that involve the sources and a so-called Green’s function. In this setting, we would typically have unknown sources that we wish to compute given that we have sufficient information that describes the known field. Typically, this type of formulation is useful for problems where the sources can be described by a relatively few degrees of freedom, when compared to the number of degrees of freedom that would be required for a corresponding description in terms of the fields." @default.
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- W114869 date "2012-09-18" @default.
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- W114869 title "The Method of Moments" @default.
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- W114869 doi "https://doi.org/10.1007/978-1-4614-5351-2_7" @default.
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