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Method of adiabatic modes in research of smoothly irregular integrated optical waveguides: Zero approximation
Egorov A.A., Sevast'yanov L.A., Sevast'yanov A.L.
the propagation of electromagnetic radiation in three-dimensional (3D) irregular integrated optical waveguides
Mathematical Modeling of Mouthpiece Type Waveguide
Sevastyanov A.L., Chernoivanov A.I.
In the paper is shown the difference in description of the mouthpiece type waveguide by the method
Properties of nematic lc planar and smoothly-irregular waveguide structures: Research in the experiment and using computer modeling
Egorov A.A., Sevastyanov L.A., Shigorin V.D., Ayriyan A.S., Ayriyan E.A.
Nematic liquid crystal planar and smoothly-irregular waveguide structures were studied
CALCULATION MODEL OF COEFFICIENTS FUNCTIONS FOR METHOD OF COMPARATIVE WAVEGUIDES FOR OPEN SMOOTHLYIRREGULAR WAVEGUIDES
Тютюнник А.А.
functions in case of smoothly-irregular waveguide and considering only guided modes.
Symbolic-Numerical Modeling of the Propagation of Adiabatic Waveguide Mode in a Smooth Waveguide Transition
Divakov D.V., Tyutyunnik A.A.
In this work, the model of adiabatic waveguide modes is studied by means of computer algebra
Single-mode propagation of adiabatic guided mode in a smooth transition between planar waveguides
Tiutiunnik A.A., Divakov D.V., Lovetskiy K.P., Sevastianov A.L.
to the numerical solution of the problem of single-mode propagation of guided modes in a smoothly irregular
Simulation of guided modes (eigenmodes) and synthesis of a thin-film generalised waveguide Luneburg lens in the zero-order vector approximation
Egorov A.A., Lovetskii K.P., Sevast'yanov A.L., Sevast'yanov L.A.
solution of the vector electrodynamic problem in a smoothly irregular fourlayer integrated optical 3D
Analytical calculations in maple to implement the method of adiabatic modes for modelling smoothly irregular integrated optical waveguide structures
Sevastyanov L.A., Sevastyanov A.L., Tyutyunnik A.A.
of adiabatic waveguide modes, applied in mathematical modeling of smoothly irregular integrated
Mathematical modeling of irregular integrated optical waveguides
Ayryan E.A., Egorov A.A., Sevastyanov L.A., Lovetskiy K.P., Sevastyanov A.L.
and smoothly irregular integrated optical waveguides in forms of elementary continuous functions. The stable
Analysis of the incomplete Galerkin method for modelling of smoothly-irregular transition between planar waveguides
Divakov D., Sevastianov L., Nikolaev N.
light in smoothly-irregular transition between closed regular waveguides using the incomplete Galerkin

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