## Classical Electricity and Magnetism |

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### Contents

The Electrostatic Field in Vacuum | 1 |

Boundary Conditions and Relation of Microscopic | 24 |

General Methods for the Solution of Potential Prob | 37 |

Copyright | |

24 other sections not shown

### Other editions - View all

Classical Electricity and Magnetism: Second Edition Wolfgang K. H. Panofsky,Melba Phillips Limited preview - 2012 |

Classical Electricity and Magnetism: Second Edition Wolfgang K. H. Panofsky,Melba Phillips Limited preview - 2005 |

### Common terms and phrases

angle angular arbitrary axis Bessel functions boundary conditions cavity Chapter charge density charge distribution charge q classical coefficients conductor consider constant coordinates corresponding covariant cross section cylinder defined derived dielectric differential dipole direction distance divergence electric field electrodynamics electromagnetic field electromotive force electron electrostatic field equivalent expression flux four-vector frequency function Green's Green's function Hence induction integral interaction interval Lagrangian Laplace's equation line charge linear Lorentz transformation magnetic field Maxwell's equations mechanical medium momentum motion moving normal observer obtain orthogonal parallel particle physical plane wave point charge polarization Poynting vector problem propagation radiation field radius region relation relative relativistic result scalar potential scattering shown in Fig solution space special relativity sphere spherical stationary surface symmetry tangential component tensor theorem theory tion unit valid vanish variables vector potential velocity volume force wave equation zero