Influence of amplitude-phase errors and failure of random emitting channels on the characteristics of antenna array

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Resumo

The calculation of the influence of amplitude-phase errors, failure or the random number of radiant channels on the main characteristics of antenna arrays (AA). The paper presents an algorithm for simulating the failure of elements and modules of AA based on known functions of amplitude-phase distributions. Qualitative characteristics of the orientation of the AA in conditions of the established channels, modules and the availability of errors in amplitude-phase distributions are calculated.

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Sobre autores

A. Izmaylov

Research and Production Enterprise «Salyut»

Autor responsável pela correspondência
Email: yustas1993@yandex.ru
Rússia, Plekhanova st., 6, Moscow, 111123

E. Bakhromkina

Research and Production Enterprise «Salyut»

Email: yustas1993@yandex.ru
Rússia, Plekhanova st., 6, Moscow, 111123

G. Beylis

Research and Production Enterprise «Salyut»

Email: yustas1993@yandex.ru
Rússia, Plekhanova st., 6, Moscow, 111123

Bibliografia

  1. Москалёв Д. В. // Докл. БГУИР. 2012. Т. 63. № 1. С. 47.
  2. Корнеев К. Г. // Изв. ТулГУ. Технические науки. 2022. Вып. 2. С. 293.
  3. Шифрин Я. С. Вопросы статистической теории антенн. М.: Сов. радио, 1970. С. 384.
  4. Щелкунов С. А., Фриис Г. Т. Антенны: теория и практика / Под ред. Л. Д. Бахраха. М.: Сов. радио, 1955. С. 604.
  5. Мищенко С. Е., Шацкий Н. В. // Радиоэлектроника. 2014. № 1. С. 10.
  6. Юрцев О. А., Москалев Д. В., Кизименко В. В. // Докл. БГУИР. 2011. Т. 62. № 8. С. 45.
  7. Microwave Scanning Antennas. V.1 Apertures/ Ed. by R. C. Hansen. N.Y.: Acad. Press, Inc. 1964.
  8. Справочник по радиолокации, в 2 книгах / Под ред. М. И. Сколника. М.: Техносфера, 2014.

Arquivos suplementares

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1. JATS XML
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2. Fig. 1. Uniform amplitude distribution: 1 – azimuthal plane; 2 – elevation plane.

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3. Fig. 2. Amplitude distribution of cos2 on pedestal 0.2: 1 – azimuthal plane; 2 – elevation plane.

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4. Fig. 3. Phase distribution: 1 – azimuthal plane, 2 – elevation plane.

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5. Fig. 4. Directional pattern of a single radiating element.

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6. Fig. 5. Directional pattern with uniform distribution: 1 – azimuth plane; 2 – elevation plane.

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7. Fig. 6. Directional pattern with cos2 distribution on a pedestal of 0.2: 1 – azimuthal flatness; 2 – angular plane.

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8. Fig. 7. Uniform amplitude (a) and phase (b) distributions with errors: 1 – azimuthal plane; 2 – elevation plane.

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9. Fig. 8. Amplitude distribution of cos2 on a 0.2 pedestal with errors (a), uniform phase distribution with errors (b): 1 – azimuthal plane; 2 – elevation plane.

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10. Fig. 9. Directional pattern with uniform distribution and amplitude-phase errors: 1 – azimuth plane; 2 – elevation plane.

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11. Fig. 10. Directional pattern with cos2 distribution on a pedestal of 0.2 and amplitude-phase errors: 1 – azimuth plane; 2 – elevation plane.

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12. Formula 9.1

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13. Fig. 11. Aperture of the antenna array with failed radiating channels: 5% (a), 15% (b) and 30% (c).

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14. Fig. 12. Directional pattern with uniform distribution and 5% (a), 15% (b), 30% (c) failed radiating channels: 1 – azimuth plane; 2 – elevation plane.

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15. Fig. 13. Directional pattern with cos2 distribution on the pedestal 0.2 and 5% (a), 15% (b), 30% (c) with failed radiating channels: 1 – azimuth plane; 2 – elevation plane.

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16. Fig. 14. Aperture of the AR with failed modules: 5% (a), 15% (b) and 30% (c).

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17. Fig. 15. Directional pattern with uniform distribution and 5% (a), 15% (b), 30% (c) failed modules: 1 – azimuth plane; 2 – elevation plane.

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18. Fig. 16. Directional pattern without amplitude-phase errors with uniform distribution (a) and cos2 distribution on a pedestal of 0.2 (b): 1 – theoretical, 2 – with failed channels, 3 – with failed modules.

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19. Fig. 17. Directional pattern with cos2 distribution on the pedestal 0.2 and 5% (a), 15% (b), 30% (c) with failed modules: 1 – azimuth plane; 2 – elevation plane.

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20. Formula 9.2

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21. Formula 11

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Declaração de direitos autorais © Russian Academy of Sciences, 2024