## Relativity and engineering |

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### Contents

Kinematics in Inertial Axes | 1 |

Dynamics in Inertial Axes | 34 |

Vacuum Electrodynamics in Inertial Axes | 69 |

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### Common terms and phrases

acceleration angle application arbitrary assume body boundary conditions Christoffel symbols clock conductor constant constitutive equations contravariant contravariant components cose covariant components current density defined derived dipole discussed Doppler Doppler shift dyadic Einstein electric field electromagnetic tensor electromagnetic waves electron energy evaluate example expression first-order force four-vector four-velocity Fourier frequency function given gives grad gravitational field hence IEEE Trans incident field incident wave induction inertial frame laboratory frame Lorentz transformation magnetic field Maxwell's equations medium metric tensor mirror momentum motion moving dielectric moving with velocity nr/c observer obtained parallel particle perpendicular photon Phys plane wave plasma polarization problem propagation radiation reflected relationship relativistic respect rest axes rest frame rest mass rotating coordinates Schwarzschild metric Shiozawa shows sine slab solution solve space spectrum sphere static stationary surface three-dimensional tion transformation equations vanish volume density wherein yields zero