## Electromagnetic Theory |

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### Contents

CHAPTER I | 1 |

THE WECTOR WAVE Equation IN SPHERICAL Coordinates | 7 |

MACRoscopic PROPERTIES of MATTER | 10 |

Copyright | |

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### Common terms and phrases

amplitude angle applied arbitrary assumed axes axis Bessel functions bounded calculated charge coefficients complex conductivity conductor constant contour current distribution cylinder defined deformation derivatives determined dielectric differential dipole direction discontinuity displacement divergence theorem electric electromagnetic field element ellipsoid energy expansion expressed external factor field equations field intensity field vectors finite force exerted Fourier frequency harmonic hence homogeneous identical induced inductive capacity infinite infinity interior point isotropic Laplace's equation layer linear magnetic field Maxwell's equations medium meter obtain orthogonal oscillation parallel parameters phase velocity plane wave polarization problem propagation quantities radiation radius rectangular components reduces region relation represented respect resultant satisfy scalar potential ſº solution space sphere spherical surface integral tangential components tensor theorem theory tion transformation unit vector values vanish variable vector potential wave functions z-axis zero