Theory of Electromagnetic Waves |
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ELECTROMAGNETIC THEORY AND SPECIAL | 28 |
1b FirstOrder Lorentz Transformation | 29 |
2c Classification of Electromagnetic Fields | 36 |
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amplitude angle anisotropic antenna bianisotropic media boundary conditions calculate cavity characteristic waves complex Consider constitutive relations coordinate system covariant current sheet cutoff wave number cylinder D₁ denote derived determined dielectric dipole dispersion relation ê direction E₁ eigenstate electric field equal extraordinary wave field vectors frequency Green's function guidance condition guided waves H₁ H₂ Hankel functions imaginary incident wave integral isotropic isotropic medium k₁ kDB system linearly polarized Lorentz transformation magnetic field matrix Maxwell's equations observe obtain parallel permittivity perpendicular phase velocity plane wave Poynting's Poynting's vector problem radiation radius reflection and transmission reflection coefficient region resonant rotation saddle point saddle-point method scalar scattered sin²0 slab solution stationary formula steepest descent path stratified medium surface tangential tensor theorem TM modes TM waves uniaxial medium wave equation wave propagating wave vector waveguide zero ωμ