Acoustic scattering by an impenetrable spheroid

JA Roumeliotis, AD Kotsis, G Kolezas - Acoustical Physics, 2007 - Springer
The scattering of a plane acoustic wave from an impenetrable, soft or hard, prolate or oblate
spheroid is considered. Two different methods are used for the evaluation. In the first, the …

Oblique electromagnetic scattering from lossless or lossy composite elliptical dielectric cylinders

GP Zouros - JOSA A, 2013 - opg.optica.org
The oblique electromagnetic scattering by a dielectric elliptical cylinder which is coated
eccentrically by a nonconfocal dielectric elliptical cylinder is examined in this work. The …

The logic of counting query answers

H Chen, S Mengel - 2017 32nd Annual ACM/IEEE Symposium …, 2017 - ieeexplore.ieee.org
We consider the problem of counting the number of answers to a first-order formula on a
finite structure. We present and study an extension of first-order logic in which algorithms for …

О численном решении краевой задачи Неймана для уравнения Гельмгольца методом гиперсингулярных интегральных уравнений

СГ Даева, АВ Сетуха - вычислительные методы и …, 2015 - num-meth.ru
Аннотация Предложена численная схема решения граничного гиперсингулярного
интегрального уравнения, возникающего в краевой задаче Неймана для уравнения …

Study on the influence of two relativistic circular electron beam columns placed in an elliptical dielectric waveguide on excitation and amplification of electromagnetic …

Z Rahmani, E Heidari-Semiromi… - IEEE Transactions on …, 2019 - ieeexplore.ieee.org
In this paper, the finite-element method (FEM) is applied for an exact solution of the
dispersion of hybrid electromagnetic waves excited in a novel combined elliptical …

On the numerical solution of the Neumann boundary value problem for the Helmholtz equation using the method of hypersingular integral equations

SG Daeva, AV Setukha - Numerical methods and programming, 2015 - mathnet.ru
A numerical method for solving a boundary hypersingular integral equation arising from the
Neumann boundary value problem for the Helmholtz equation is proposed. The proposed …

The Use of Mathematical Finite Element Method to find the Optimum Waves Amplification by a Novel Elliptical Waveguide

Z Rahmani - Mathematics Interdisciplinary Research, 2021 - mir.kashanu.ac.ir
In this paper, a combinatorial elliptic-circular waveguide is introduced to amplify
electromagnetic waves. The cross-section of this waveguide is elliptic and filled by a …

Semianalytical Solution for Determination of Wave Amplification Characteristics in a Complex Elliptical Dielectric Waveguide Including Strongly Magnetized Plasma …

Z Rahmani, E Heidari-Semiromi - IEEE Transactions on …, 2020 - ieeexplore.ieee.org
In this research, the excitation of hybrid electromagnetic waves in a complex dielectric-
plasma waveguide is investigated semianalytically using the perturbation method and …

Scattering by an infinite circular metallic cylinder coated by a lossless or lossy elliptical cylinder: Closed-form solutions

GP Zouros, DP Kanoussis… - 2013 7th European …, 2013 - ieeexplore.ieee.org
A closed-form solution to the scattering by an infinite lossless or lossy elliptical cylinder
coating a circular metal core is studied in this work. The obtained solution, free of Mathieu …

Closed-form solution to the scattering by an infinite lossless or lossy elliptic cylinder coating a circular metallic core

GP Zouros, DP Kanoussis, JA Roumeliotis - JOSA A, 2013 - opg.optica.org
An analytical, closed-form solution to the scattering problem from an infinite lossless or lossy
elliptical cylinder coating a circular metal core is treated in this work. The problem is solved …