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- W2057096235 abstract "A unified theory is formulated for the determination of the functional behaviour in the frequency domain of the propagation constant of electromagnetic waves which may exist in a uniform inhomogeneous waveguide which contains a linear time-invariant passive medium. By applying the constraints of linearity and time invariance to a bounded uniform medium, it is shown that the propagation coefficient in the transformed frequency domain is solely a function of the complex frequency variable p. The additional physical constraints of reality and passivity are shown to imply that the propagation constant ? belongs to a special class of functions which have been termed `nonzero real functions?. If the waveguide is also dissipationless, ? becomes a `symmetrical nonezero real function? possessing symmetry about the axis p = j?. In restricted geometries for the cross-section of the guide, additional constraints on ? may exist and, as an example, a rectangular waveguide partially loaded with dielectric material is cited. A qualitative discussion on closed microstrip lines and circular waveguides containing dielectric rods is also included." @default.
- W2057096235 created "2016-06-24" @default.
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- W2057096235 date "1971-01-01" @default.
- W2057096235 modified "2023-09-27" @default.
- W2057096235 title "General constraints on propagation characteristics of electromagnetic waves in uniform inhomogeneous waveguides" @default.
- W2057096235 cites W2023412501 @default.
- W2057096235 doi "https://doi.org/10.1049/piee.1971.0165" @default.
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