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Excitation of leaky modes on multilayer stripline

1996 IEEE MTT-S International Microwave Symposium Digest, 2002
The practical issue of excitation of leaky modes on multilayered stripline structures is analyzed. The excitation is studied by calculating the current on the strip conductor due to a source. The GPOF method is used to investigate the physical meaning of the leaky modes.
C. Di Nallo, F. Mesa, D.R. Jackson
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What Is a Quantized Mode of a Leaky Cavity?

2001
Quantum optics conventionally represents the electromagnetic radiation in a leaky cavity by a normal-modes expansion, as if the cavity were closed and perfect, with the leakage being described by coupling these modes to a reservoir. This phenomenological approach is only a good approximation for stable resonators with very large quality factors.
S.M. Dutra, G. Nienhuis
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Leaky modes in graded index optical fibers

Applied Optics, 1976
Leaky mode attenuation coefficients for graded index optical fibers are derived using the WKB approximation. For the case of a parabolic index profile, the attenuation coefficients for explicitly evaluated and used to calculate the leaky mode contribution to near field and attenuation measurements.
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On resonance widths of leaky Lamb modes

The Journal of the Acoustical Society of America, 1995
For an elastic plate immersed in a lossless fluid, it is known that resonances of leaky Lamb modes contribute to the transmission coefficient in a manner dependent on the resonance widths. Based on numerical solutions in the complex wave-number field, an examination of such resonance widths is presented here.
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Leaky Quasi Modes in Curved Plates

AIP Conference Proceedings, 2005
Cylindrical engineering structures can sometimes be inspected effectively using a circumferential guided wave technique to cover the full circumference from a single location. Many of these structures are embedded so that energy leaks into the surrounding material as the waves propagate around the structure.
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Leaky Modes in Nonlinear Optical Resonators

2000
The aim of this lecture is to show that leaky modes provide a convenient mean for the study of nonlinear optical interactions in “open” resonators such as Fabry-Perot’s, multilayer structures, prism or grating couplers, etc.
R. Reinisch   +3 more
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Leaky modes

1983
Allan W. Snyder, John D. Love
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Leaky modes

2013
Ajoy Ghatak, K. Thyagarajan
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leaky mode

2011
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