## Classical Electromagnetic Theory |

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### Contents

analysis The next five chapters deal with the fundamental ideas | 8 |

deals with the derivation of Maxwells equations and | 17 |

Plane Electromagnetic Waves in Unbounded Media | 176 |

Copyright | |

7 other sections not shown

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### Common terms and phrases

angle arbitrary axis boundary conditions cartesian coordinate system chap charge q circuit coefficient components conducting plane conductor Consider constant curl cylinder denote dielectric of permittivity dipole direction electric field intensity electromagnetic field electromagnetic wave electron electrostatic field element energy equal equation of motion expression field point Find the potential force frequency Gauss given Green's function Hamiltonian Hence homogeneous isotropic medium incident index of refraction infinite infinity Lagrangian Laplace's equation line integral magnetic induction matrix Maxwell equations McGraw-Hill Book Company normal obtained oscillation permittivity perpendicular phase velocity plane wave point charge Poisson's equation polarization Poynting vector quantity radiation reduces relation represents resonator satisfy the boundary scalar product sin2 sinh solenoidal solution sphere of radius spherical Substitution tensor theorem transformation unit area unit length unit volume values vector potential Verify wave equation yields zero