Diffraction of 3-D Gaussian Beam with Circular Symmetry of the Field Space Distribution by Permeable Screens at Small Angles of Incidence

Diffraction of 3-D Gaussian Beam with Circular Symmetry of the Field Space Distribution by Permeable Screens at Small Angles of Incidence

The problem of scattering of 3-D Gaussian beam incident at a small angle onto a doubleperiodic magnetodielectric slab has been formulated and solved. The new formulas for incident and scattered 3-D Gaussian beam fields in the form of single integrals have been derived. These allow reducing the time...

Повний опис

Збережено в:
Бібліографічні деталі
Дата:2012
Автори: Yachin, V. V., Zinenko, T. L., Kiseliov, V. V., Vorobyov, S. N.
Формат: Стаття
Мова:rus
Опубліковано: Видавничий дім «Академперіодика» 2012
Онлайн доступ:http://rpra-journal.org.ua/index.php/ra/article/view/496
Теги: Додати тег
Немає тегів, Будьте першим, хто поставить тег для цього запису!
Назва журналу:Radio physics and radio astronomy

Репозитарії

Radio physics and radio astronomy
id oai:ri.kharkov.ua:article-496
record_format ojs
spelling oai:ri.kharkov.ua:article-4962012-12-23T20:20:05Z Diffraction of 3-D Gaussian Beam with Circular Symmetry of the Field Space Distribution by Permeable Screens at Small Angles of Incidence Дифракция трехмерного гауссовского пучка с круговой симметрией пространственного распределения поля на проницаемых экранах при малых углах падения Yachin, V. V. Zinenko, T. L. Kiseliov, V. V. Vorobyov, S. N. The problem of scattering of 3-D Gaussian beam incident at a small angle onto a doubleperiodic magnetodielectric slab has been formulated and solved. The new formulas for incident and scattered 3-D Gaussian beam fields in the form of single integrals have been derived. These allow reducing the time spent upon numerical calculations of the incident and scattered beam fields and improving their accuracy. The calculations of the 3-D Gaussian beam obliquely incident onto magnetodielectric slab with the derived formulas are illustrated in figures presented in the paper. Сформулирована и решена задача рассеяния трехмерного гауссовского пучка, падающего под малым углом на двухпериодический магнитодиэлектрический слой. Предложена новая формула представления рассеянного поля трехмерного гауссовского пучка однократным интегралом, что дает возможность уменьшить время численных расчетов пространственного распределения поля и увеличить их точность. Представлены графики, иллюстрирующие применение этой формулы к расчету рассеяния наклонно падающего пучка на магнитодиэлектрический слой. Видавничий дім «Академперіодика» 2012-11-16 Article Article application/pdf http://rpra-journal.org.ua/index.php/ra/article/view/496 РАДИОФИЗИКА И РАДИОАСТРОНОМИЯ; Vol 15, No 1 (2010); 80 RADIO PHYSICS AND RADIO ASTRONOMY; Vol 15, No 1 (2010); 80 РАДІОФІЗИКА І РАДІОАСТРОНОМІЯ; Vol 15, No 1 (2010); 80 2415-7007 1027-9636 rus http://rpra-journal.org.ua/index.php/ra/article/view/496/61
institution Radio physics and radio astronomy
collection OJS
language rus
format Article
author Yachin, V. V.
Zinenko, T. L.
Kiseliov, V. V.
Vorobyov, S. N.
spellingShingle Yachin, V. V.
Zinenko, T. L.
Kiseliov, V. V.
Vorobyov, S. N.
Diffraction of 3-D Gaussian Beam with Circular Symmetry of the Field Space Distribution by Permeable Screens at Small Angles of Incidence
author_facet Yachin, V. V.
Zinenko, T. L.
Kiseliov, V. V.
Vorobyov, S. N.
author_sort Yachin, V. V.
title Diffraction of 3-D Gaussian Beam with Circular Symmetry of the Field Space Distribution by Permeable Screens at Small Angles of Incidence
title_short Diffraction of 3-D Gaussian Beam with Circular Symmetry of the Field Space Distribution by Permeable Screens at Small Angles of Incidence
title_full Diffraction of 3-D Gaussian Beam with Circular Symmetry of the Field Space Distribution by Permeable Screens at Small Angles of Incidence
title_fullStr Diffraction of 3-D Gaussian Beam with Circular Symmetry of the Field Space Distribution by Permeable Screens at Small Angles of Incidence
title_full_unstemmed Diffraction of 3-D Gaussian Beam with Circular Symmetry of the Field Space Distribution by Permeable Screens at Small Angles of Incidence
title_sort diffraction of 3-d gaussian beam with circular symmetry of the field space distribution by permeable screens at small angles of incidence
title_alt Дифракция трехмерного гауссовского пучка с круговой симметрией пространственного распределения поля на проницаемых экранах при малых углах падения
description The problem of scattering of 3-D Gaussian beam incident at a small angle onto a doubleperiodic magnetodielectric slab has been formulated and solved. The new formulas for incident and scattered 3-D Gaussian beam fields in the form of single integrals have been derived. These allow reducing the time spent upon numerical calculations of the incident and scattered beam fields and improving their accuracy. The calculations of the 3-D Gaussian beam obliquely incident onto magnetodielectric slab with the derived formulas are illustrated in figures presented in the paper.
publisher Видавничий дім «Академперіодика»
publishDate 2012
url http://rpra-journal.org.ua/index.php/ra/article/view/496
work_keys_str_mv AT yachinvv diffractionof3dgaussianbeamwithcircularsymmetryofthefieldspacedistributionbypermeablescreensatsmallanglesofincidence
AT zinenkotl diffractionof3dgaussianbeamwithcircularsymmetryofthefieldspacedistributionbypermeablescreensatsmallanglesofincidence
AT kiseliovvv diffractionof3dgaussianbeamwithcircularsymmetryofthefieldspacedistributionbypermeablescreensatsmallanglesofincidence
AT vorobyovsn diffractionof3dgaussianbeamwithcircularsymmetryofthefieldspacedistributionbypermeablescreensatsmallanglesofincidence
AT yachinvv difrakciâtrehmernogogaussovskogopučkaskrugovojsimmetriejprostranstvennogoraspredeleniâpolânapronicaemyhékranahprimalyhuglahpadeniâ
AT zinenkotl difrakciâtrehmernogogaussovskogopučkaskrugovojsimmetriejprostranstvennogoraspredeleniâpolânapronicaemyhékranahprimalyhuglahpadeniâ
AT kiseliovvv difrakciâtrehmernogogaussovskogopučkaskrugovojsimmetriejprostranstvennogoraspredeleniâpolânapronicaemyhékranahprimalyhuglahpadeniâ
AT vorobyovsn difrakciâtrehmernogogaussovskogopučkaskrugovojsimmetriejprostranstvennogoraspredeleniâpolânapronicaemyhékranahprimalyhuglahpadeniâ
first_indexed 2024-05-26T06:33:19Z
last_indexed 2024-05-26T06:33:19Z
_version_ 1800095871718653952

Схожі ресурси