Relativistic invariance of the time-domain waveguide modes

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info:eu-repo/semantics/closedAccess

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The relativistic invariance of a complete set of time-domain modes under Lorentz transformation is proved. The time-domain modes are exhibited as the particular solutions to the system of Maxwell's equations with time derivative. The waveguide surface has the properties of perfect electric conductor. The modal fields are presented via transverse-longitudinal decompositions. Every field component is a product of a modal amplitude depending on longitudinal coordinate and time, and an element of modal basis in the waveguide cross section. The modal basis is specified in a general form. Exact explicit solutions for the modal amplitudes are presented. © 2011 IEEE. © 2011 Elsevier B.V., All rights reserved.

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2011 30th URSI General Assembly and Scientific Symposium, URSIGASS 2011 -- Istanbul -- 87252

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Explicit solutions, Field components, Lorentz transformations, Maxwell's equations, Modal basis, Modal field, Particular solution, Perfect electric conductor, Time derivative, Time domain, Waveguide cross section, Waveguide mode, Waveguide surfaces, Electric properties, Invariance, Maxwell equations, Waveguides

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