Beam propagation through straight and bent Bragg waveguides: Numerical simulation

Popov, A.; Prokopovich, D. V.; Виноградов, А. В.

doi:10.1109/icton.2009.5185238

2009 11th International Conference on Transparent Optical Networks 2009

DOI: 10.1109/icton.2009.5185238

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Beam propagation through straight and bent Bragg waveguides: Numerical simulation

A. Popov

D. V. Prokopovich

А. В. Виноградов

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Cited by 2 publications

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Parametric representation of wave propagation in non‐uniform media (both in transmission and stop bands)

Popov

Kovalchuk

2012

Math Methods in App Sciences

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An analytical approach based on the parametric representation of the wave propagation in non‐uniform media was considered. In addition to the previously developed theory of parametric antiresonance describing the field attenuation in stop bands, in the present paper, the behaviour of the Bloch wave in a transmission band was investigated. A wide class of exact solutions was found, and the correspondence to the quasi‐periodic Floquet solutions was shown. Copyright © 2012 John Wiley & Sons, Ltd.

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Parametric representation of wave propagation in non‐uniform media (both in transmission and stop bands)

Popov

Kovalchuk

2012

Math Methods in App Sciences

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Finite-Difference Solution of the Parabolic Equation Under Horizontal Polar Coordinates

Zhang

Abomakhleb

2017

Antennas Wirel. Propag. Lett.

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Beam propagation through straight and bent Bragg waveguides: Numerical simulation

Cited by 2 publications

References 13 publications

Parametric representation of wave propagation in non‐uniform media (both in transmission and stop bands)

Parametric representation of wave propagation in non‐uniform media (both in transmission and stop bands)

Finite-Difference Solution of the Parabolic Equation Under Horizontal Polar Coordinates

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