Introductory Engineering Field TheoryThe algebra and calculus of vectors -- Maxwell's equations -- Electrostatics -- Laplace's and Poisson's equations -- Magnetostatics -- Maxwell's equations : time dependent potentials; Helmholtz equations -- On circuit concepts derivable from consideration of fields -- On electro-mechanical concepts derivable from consideration of fields -- Plane wave propagation -- Cylindrical wave propagation -- Elements of wave propagation in spherical coordinates. |
Contents
THE ALGEBRA AND CALCULUS | 1 |
3 | 50 |
LAPLACES AND POISSONS | 78 |
Copyright | |
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antenna assumed Bessel functions boundary conditions calculate capacitance Cartesian charge density circuit conducting conductor Consider constant coordinate system cross section current density cylindrical coordinates defined Derive Determine dielectric differential dipole direction E₂ electric field electromagnetic energy evaluate expression field components field vectors free space Gauss's law given by Eq H₂ Helmholtz equation identically inductance integral Laplace's equation line integral loop magnetic field magnetic flux Maxwell's equations meters plane wave plate Poynting vector Prob problem propagation quantity r₁ radiation radius rectangular region relation in Eq result right-hand side scalar Show side of Eq sin² solution to Eq sphere spherical coordinate system spherical coordinates Stoke's theorem unit vectors V₁ vector potential voltage wave guide wire zero Απ аф ду дх