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Analytical calculations for the method of adiabatic waveguiding modes

Diffraction of polarized light on periodic structures

On the representation of Maxwell's equations in closed waveguides by the help of Helmholtz equations

Analytic calculations of the derivation of a system of partial differential equations for Kantorovich coefficient functions conducted analytic calculations to find a system of differential equations for the coefficient Kantorovich

Analytical calculations in Maple to implement the method of adiabatic modes for modeling smoothly irregular integrated optical waveguide structures

Symbolic-Numerical Implementation of the Model of Adiabatic Guided Modes for Two-Dimensional Irregular WaveguidesIn this work, a symbolic-numerical solution of Maxwell’s equations is constructed, describing

Diffraction of Electromagnetic Waves on a Waveguide Joint to an infinite system of ordinary differential equations in a properly constructed Hilbert space

On the classical and quantum theories of the backward Compton scattering of the electromagnetic waves on the relativistic electron

Analytical calculations in maple to implement the method of adiabatic modes for modelling smoothly irregular integrated optical waveguide structures, but on the other hand, we have more complicated analytical expressions. So we have developed a special program

Symbolic-Numerical Modeling of the Propagation of Adiabatic Waveguide Mode in a Smooth Waveguide Transition. Within the model, the solution of the system of Maxwell’s equations is reduced to a form expressed via

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