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Application of a Modified Discrete Source Method to Solving the Problem of Diffraction of Waves by a Body of Revolution with a Rough Boundary

Journal of communications technology & electronics, 2022-11, Vol.67 (11), p.1364-1373

2022

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Application of the Pattern Equation Method to the Problem of Diffraction by a Group of Randomly Located Small Scatterers

Journal of communications technology & electronics, 2021-03, Vol.66 (3), p.242-250

2021

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Solution of the Problem of Diffraction by a Plane Screen in a Plane Layered Medium with the Help of the Method of Continued Boundary Conditions

Journal of communications technology & electronics, 2020-07, Vol.65 (7), p.778-786

2020

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Solution of the Problem of Diffraction by a Circular Inhomogeneous Cylinder Partially Covered by a Reflective Screen

Journal of communications technology & electronics, 2021-03, Vol.66 (3), p.251-258

2021

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Application of the Method of Extended Boundary Conditions to the Solution of the Problem of Wave Diffraction by Magnetodielectric Scatterers Having a Compound Geometry

Journal of communications technology & electronics, 2020-09, Vol.65 (9), p.993-1000

2020

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Two approaches to solving the problem of diffraction by a cylindrical body with a coordinate-dependent refractive index

Journal of communications technology & electronics, 2016-11, Vol.61 (11), p.1237-1244

Manenkov, S. A.

2016

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Solution of the Problem of Diffraction by a Body of Revolution Located in a Dielectric Layer

Optics and spectroscopy, 2019-12, Vol.127 (6), p.1032-1043

Manenkov, S. A.

2019

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Two approaches to the solution of the problem of diffraction by a plane grating of dielectric bodies of revolution

Journal of communications technology & electronics, 2015-08, Vol.60 (8), p.809-821

Manenkov, S. A.

2015

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About the choice of auxiliary sources during the solution of the problem of diffraction of a point source field by a dielectric body

Journal of communications technology & electronics, 2016-03, Vol.61 (3), p.211-223

Manenkov, S. A.

2016

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Two Solution Techniques for the Problem of Diffraction of a Plane Wave by a Revolution Body Located in a Dielectric Half-Space

Journal of communications technology & electronics, 2019-10, Vol.64 (10), p.1055-1064

Manenkov, S. A.

2019

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The Problem of Electromagnetic Field Diffraction by an Axisymmetric Inhomogeneous Body

Journal of communications technology & electronics, 2018, Vol.63 (1), p.1-10

Manenkov, S. A.

2018

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Application of the Modified Method of Discrete Sources and the Method of Pattern Equations to the Solution of the Problem of Wave Diffraction on a Body with a Rough Boundary

Optics and spectroscopy, 2021-11, Vol.129 (11), p.1247-1256

2021

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Diffraction of a plane wave by a multiserial lattice located in a dielectric layer

Journal of communications technology & electronics, 2016-03, Vol.61 (3), p.224-233

2016

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The modified auxiliary current method applied for the problem of diffraction by a body of revolution with a kinked boundary

Journal of communications technology & electronics, 2014-05, Vol.59 (5), p.392-399

Manenkov, S. A.

2014

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Various bases applied for the solution of the problem of diffraction by open screens

Journal of communications technology & electronics, 2014-03, Vol.59 (3), p.227-233

Manenkov, S. A.

2014

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The Method of Calculation of Open and Closed Waveguides, Which Is Based on the Modified Method of Discrete Sources

Journal of communications technology & electronics, 2018-06, Vol.63 (6), p.512-520

Manenkov, S. A.

2018

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On the choice of an auxiliary contour involved in the problem of diffraction by a periodically irregular surface solved with the help of the null-field method

Journal of communications technology & electronics, 2014, Vol.59 (1), p.47-53

2014

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Diffraction of a mode of a planar metamaterial waveguide by a cylindrical screen located near the waveguide

Journal of communications technology & electronics, 2015, Vol.60 (1), p.21-28

2015

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Two Approaches to Solving the Problem of Diffraction on a Janus Sphere

Acoustical physics, 2021-03, Vol.67 (2), p.108-119

2021

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Application of various orthogonal coordinate frames for simulating wave scattering by a group of bodies

Journal of communications technology & electronics, 2012-09, Vol.57 (9), p.1001-1008

2012

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Application of the Method of Continued Boundary Conditions to the Solution of the Problem of Wave Diffraction on Scatterers of Complex Geometry Located in Homogeneous and Heterogeneous Media

Optics and spectroscopy, 2020-04, Vol.128 (4), p.481-489

2020

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Solution to the diffraction problem for the periodically corrugated boundary of the chiral half-space

Journal of communications technology & electronics, 2011-08, Vol.56 (8), p.930-938

Manenkov, S. A.

2011

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The electrostatic approximation in the problem of diffraction of a plane wave by a group of coaxial small scatterers

Journal of communications technology & electronics, 2012-04, Vol.57 (4), p.353-362

2012

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Two Approaches to Solving the Problem of Plane Wave Diffraction by a Doubly Periodic Rough Surface

Acoustical physics, 2019-07, Vol.65 (4), p.348-358

2019

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Solution of Problems of Wave Scattering by Bodies Having Boundary Breaks and Fractal-Like Bodies of Rotation

Optics and spectroscopy, 2019-05, Vol.126 (5), p.466-472

2019

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Application of a Modified Discrete Source Method to Solving the Problem of Diffraction of Waves by a Body of Revolution with a Rough Boundary

Application of the Pattern Equation Method to the Problem of Diffraction by a Group of Randomly Located Small Scatterers

Solution of the Problem of Diffraction by a Plane Screen in a Plane Layered Medium with the Help of the Method of Continued Boundary Conditions

Solution of the Problem of Diffraction by a Circular Inhomogeneous Cylinder Partially Covered by a Reflective Screen

Application of the Method of Extended Boundary Conditions to the Solution of the Problem of Wave Diffraction by Magnetodielectric Scatterers Having a Compound Geometry

Two approaches to solving the problem of diffraction by a cylindrical body with a coordinate-dependent refractive index

Solution of the Problem of Diffraction by a Body of Revolution Located in a Dielectric Layer

Two approaches to the solution of the problem of diffraction by a plane grating of dielectric bodies of revolution

About the choice of auxiliary sources during the solution of the problem of diffraction of a point source field by a dielectric body

Two Solution Techniques for the Problem of Diffraction of a Plane Wave by a Revolution Body Located in a Dielectric Half-Space

The Problem of Electromagnetic Field Diffraction by an Axisymmetric Inhomogeneous Body

Application of the Modified Method of Discrete Sources and the Method of Pattern Equations to the Solution of the Problem of Wave Diffraction on a Body with a Rough Boundary

Diffraction of a plane wave by a multiserial lattice located in a dielectric layer

The modified auxiliary current method applied for the problem of diffraction by a body of revolution with a kinked boundary

Various bases applied for the solution of the problem of diffraction by open screens

The Method of Calculation of Open and Closed Waveguides, Which Is Based on the Modified Method of Discrete Sources

On the choice of an auxiliary contour involved in the problem of diffraction by a periodically irregular surface solved with the help of the null-field method

Diffraction of a mode of a planar metamaterial waveguide by a cylindrical screen located near the waveguide

Two Approaches to Solving the Problem of Diffraction on a Janus Sphere

Application of various orthogonal coordinate frames for simulating wave scattering by a group of bodies

Application of the Method of Continued Boundary Conditions to the Solution of the Problem of Wave Diffraction on Scatterers of Complex Geometry Located in Homogeneous and Heterogeneous Media

Solution to the diffraction problem for the periodically corrugated boundary of the chiral half-space

The electrostatic approximation in the problem of diffraction of a plane wave by a group of coaxial small scatterers

Two Approaches to Solving the Problem of Plane Wave Diffraction by a Doubly Periodic Rough Surface

Solution of Problems of Wave Scattering by Bodies Having Boundary Breaks and Fractal-Like Bodies of Rotation

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