- PII
- 10.31857/S0033849423050170-1
- DOI
- 10.31857/S0033849423050170
- Publication type
- Status
- Published
- Authors
- Volume/ Edition
- Volume 68 / Issue number 5
- Pages
- 417-423
- Abstract
- A solution is obtained for the problem of synthesis of a metal–dielectric geodesic lens with central symmetry and, in the general case, inhomogeneous dielectric filling, which transforms the field of a point source into a given geometric optical field. By way of example using the obtained solution, the problems of synthesis of a geodesic lens antenna with layered and gradient dielectric filling are considered. In particular, solutions are obtained for lens antennas with in-phase output front and out-of-phase front that forms a tableshaped radiation pattern. The solutions are analyzed with the aid of numerical simulation using the finite element method.
- Keywords
- metal–dielectric geodesic lens tableshaped radiation pattern finite element method
- Date of publication
- 16.09.2025
- Year of publication
- 2025
- Number of purchasers
- 0
- Views
- 13
References
- 1. Hong W., Jiang Z.H., Yu Ch. et al. // IEEE Trans. 2017. V. AP-65. № 12. P. 6231.
- 2. Quevedo-Teruel O., Ebrahimpouri M., Ghasemifard F. // IEEE Commun. Magazine. 2018. V. 56. № 7. P. 36.
- 3. Numan A.B., Frigon J.-F., Laurin J.-J. // IEEE Trans. 2018. V. AP-66. № 10. P. 5614.
- 4. Quevedo-Teruel O., Ebrahimpouri M., Kehn M.N. // IEEE Antennas Wireless Propagation Lett. 2016. V. 15. P. 484.
- 5. Diallo C.D., Girard E., Legay H., Sauleau R. // Proc. 11th Europ. Conf. Antennas and Propagation (EUCAP). Paris. 19–24 Mar. 2017. N.Y.: IEEE, 2017. P. 1401.
- 6. Quevedo-Teruel O., Miao J., Mattsson M. et al. // IEEE Antennas Wireless Propagation Lett. 2018. V. 17. № 9. P. 1588.
- 7. Bantavis P., Gonzalez C.G., Sauleau R. et al. // Opt. Express. 2020. V. 28. № 10. P. 14648.
- 8. Chou H.-T., Chang Y.-S., Huang H.-J. et al. // IEEE Access. 2019. V. 7. P. 182974.
- 9. Chou H.-T., Chang Y.-S., Huang H.-J. et al. // IEEE Access. 2020. V. 8. P. 79124.
- 10. Венецкий A.C., Калошин B.A., Чан Т.Т. // РЭ. 2022. Т. 67. № 8. С. 754.
- 11. Liao Q., Fonseca N.J.G., Quevedo-Teruel O. // IEEE Trans. 2018. V. AP-66. № 12. P. 7383.
- 12. Fonseca N.J.G., Liao Q., Quevedo-Teruel O. // IEEE Trans. 2020. V. AP-68. № 5. P. 3410.
- 13. Fonseca N.J.G., Liao Q., Quevedo-Teruel O. // IET Microwave Antennas Propagat. 2021. V. 15. № 2. P. 123.
- 14. Fonseca N.J.G. // Rev. of Electromagnetics. 2022. V. 1. № 1. Article No. 21008.
- 15. Венецкий А.С., Калошин В.А., Чан Т.Т. // РЭ. 2022. Т. 67. № 5. С. 447.
- 16. Orgeira O., León G., Fonseca N.J.G., Quevedo-Teruel O. // IEEE Trans. 2022. V. AP-70. № 5. P. 3320.
- 17. Sochacki J. // J. Modern Optics. 1988. V. 35. № 6. P. 891.
- 18. Вайнштейн Л.А. Теория диффракции и метод факторизации. М.: Сов. радио, 1966.
- 19. Калошин В.А. Дис. … док. физ.-мат. наук. М.: ИРЭ АН СССР, 1989. 250 с.
- 20. Ахияров В.В., Калошин В.А., Никитин Е.А. // Журн. радиоэлектроники. 2014. № 1. http://jre.cplire.ru/ jre/jan14/18/text.pdf.
- 21. Калошин В.А., Стоянов С.В. // РЭ. 1989. Т. 35. № 12. С. 2640.