Transient wave beam diffraction by lossy dielectric half space

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The paper considers a problem of a 3D impulse wave beam excitation by a circular disk with transient currents, its propagation in free space and diffraction by lossy dielectric half space. The problem is solved directly in Time Domain by Mode Basis Method. The fields are expanded into integrals by transversal modes for free space (so-called Bessel modes), the amplitudes of the expansion satisfy Klein-Gordon equation. The evolution of these amplitudes with propagation and at diffraction is described with convolution type propagation and diffraction operators. © 2008 Elsevier B.V., All rights reserved.

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Conference Proceedings - 10th International Conference on Mathematical Methods in Electromagnetic Theory, MMET'04 -- Dniepropetrovsk -- 64278

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Boundary conditions, Dielectric losses, Electromagnetic wave propagation, Electromagnetic wave transmission, Electromagnetic waves, Frequency domain analysis, Integral equations, Mathematical operators, Maxwell equations, Problem solving, Three dimensional, Time domain analysis, Transients, Vectors, Diffraction operators, Klein-Gordon equation, Mode basis method, Snell's law, Electromagnetic wave diffraction

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Mathematical Methods in Electromagnetic Theory, MMET, Conference Proceedings

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