## A direct approach to the derivation of electric dyadic Green's functionsDept. of Commerce, National Bureau of Standards, Institute for Basic Standards, Electromagnetic Division, 1978 - Science - 63 pages |

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### Contents

INTRODUCTION | 1 |

THE SOLUTION IN THE PRESENCE OF BOUNDARIES | 22 |

SUMMARY | 43 |

2 other sections not shown

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### Common terms and phrases

analysis approach boundary condition boundary surfaces BUREAU OF STANDARDS corresponding Data deleted volume delta-function method delta-function techniques depend derived dielectric differentiation divergence dyadic Green's function eigenfunction electric dyadic Green's evaluated excludes the singularity explicitly field at source find the electric free-space problem function at source geometry shape Green's theorem Helmholtz equations ideal point probe integral formula method interchange limit process linear operators magnetic dyadic Green's mathematical Maxwell's equations methods of solution NATIONAL BUREAU Neumann boundary conditions normalized dyadic orientation with respect physical interpretation position and orientation previous authors principal area proof prove radiation condition Rahmat-Samii rectangular box resonant frequencies satisfies B2 Section set equal shown source dyadic source points source region specified surface integral symmetric dyadic tabulated tangential technical Technology tion two-dimensional problems unique electric field unit vector unity trace V2 operator volume integral waveguide z-direction zero