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Preface to Volume 3
The Lorentz In variance of Maxwells Equations
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amplitude attenuation axes axis boundary conditions charged particle coefficient components consider coordinate system corresponding cos2 cosh curl curl cylindrical polar dielectric constant dipole direction distance electric and magnetic electric field electromagnetic field electromagnetic wave electrons energy flow equation of motion Example expressions field strengths field vectors follows four-vector free space frequency function given gives grad harmonic wave Hence Hertz Hertz vector incident ray incident wave integral Lorentz transformation magnetic field mass Maxwell's equations medium moving normal numbers obtain orthogonal group oscillation parallel perfectly conducting permeability permittivity perpendicular plane of incidence plane wave polar coordinates Poynting vector Prove quantities radiation reflected and refracted Reflected ray reflected wave region relation scalar Show sin2 sinh six-vector solution of Maxwell's surface TM-waves transmission line tube unit length unit vector vector potential velocity of propagation wave equation waveguide wavelength wire z-axis z-direction zero