Analysis of VLF Electromagnetic Scattering in Lower Anisotropic Ionosphere Based on Transfer Matrix
Very-low-frequency (VLF) electromagnetic waves (3–30 kHz) are stable and attenuated, suitable for various applications in submarine communication and earthquake prediction. Very-low-frequency electromagnetic waves usually propagate in atmospheric waveguides formed between the anisotropic ionosphere...
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MDPI AG
2024-11-01
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| author | Lin Zhao Zhiting Zhan Zhigang Zhang Huiting Feng |
| author_facet | Lin Zhao Zhiting Zhan Zhigang Zhang Huiting Feng |
| author_sort | Lin Zhao |
| collection | DOAJ |
| description | Very-low-frequency (VLF) electromagnetic waves (3–30 kHz) are stable and attenuated, suitable for various applications in submarine communication and earthquake prediction. Very-low-frequency electromagnetic waves usually propagate in atmospheric waveguides formed between the anisotropic ionosphere at low to medium heights and the earth. However, the electromagnetic parameters of the anisotropic ionosphere at low to medium heights are very complex, making it difficult to accurately calculate and analyze the scattering characteristics of very-low-frequency electromagnetic waves. This article divides the mid to low altitude anisotropic ionosphere into fine layers, and establishes a more accurate transmission model for ultra-low-frequency electromagnetic waves in the layered structure of ionization layers by deriving the anisotropy/transmission matrix of each layer. In the comparative verification, we calculated the field strength of 17 kHz VLF electromagnetic waves within a transmission distance range of 500–1600 km based on the proposed method and compared it with statistical data collected from actual communication experiments and theoretical calculation results based on traditional ITU-R P.372-11. The results show that compared with the theoretical results based on ITU-R P.372-11, the method proposed in this paper fully considers the vertical height non-uniformity of the ionosphere, and its calculated results are more consistent with actual measurement data, with higher accuracy. Our work provides excellent guidance for the development of precise models for the propagation and prediction of extremely low-frequency electromagnetic waves, as well as a good idea for the accurate calculation of VLF electromagnetic scattering within 500–1500 km. |
| format | Article |
| id | doaj-art-1669a465974a4e4ebc7bd6bbaceb1e4f |
| institution | OA Journals |
| issn | 2073-4433 |
| language | English |
| publishDate | 2024-11-01 |
| publisher | MDPI AG |
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| series | Atmosphere |
| spelling | doaj-art-1669a465974a4e4ebc7bd6bbaceb1e4f2025-08-20T02:26:45ZengMDPI AGAtmosphere2073-44332024-11-011511139610.3390/atmos15111396Analysis of VLF Electromagnetic Scattering in Lower Anisotropic Ionosphere Based on Transfer MatrixLin Zhao0Zhiting Zhan1Zhigang Zhang2Huiting Feng3Department of Communication Engineering, Naval University of Engineering, Wuhan 430033, ChinaDepartment of Communication Engineering, Naval University of Engineering, Wuhan 430033, ChinaDepartment of Communication Engineering, Naval University of Engineering, Wuhan 430033, ChinaDepartment of Communication Engineering, Naval University of Engineering, Wuhan 430033, ChinaVery-low-frequency (VLF) electromagnetic waves (3–30 kHz) are stable and attenuated, suitable for various applications in submarine communication and earthquake prediction. Very-low-frequency electromagnetic waves usually propagate in atmospheric waveguides formed between the anisotropic ionosphere at low to medium heights and the earth. However, the electromagnetic parameters of the anisotropic ionosphere at low to medium heights are very complex, making it difficult to accurately calculate and analyze the scattering characteristics of very-low-frequency electromagnetic waves. This article divides the mid to low altitude anisotropic ionosphere into fine layers, and establishes a more accurate transmission model for ultra-low-frequency electromagnetic waves in the layered structure of ionization layers by deriving the anisotropy/transmission matrix of each layer. In the comparative verification, we calculated the field strength of 17 kHz VLF electromagnetic waves within a transmission distance range of 500–1600 km based on the proposed method and compared it with statistical data collected from actual communication experiments and theoretical calculation results based on traditional ITU-R P.372-11. The results show that compared with the theoretical results based on ITU-R P.372-11, the method proposed in this paper fully considers the vertical height non-uniformity of the ionosphere, and its calculated results are more consistent with actual measurement data, with higher accuracy. Our work provides excellent guidance for the development of precise models for the propagation and prediction of extremely low-frequency electromagnetic waves, as well as a good idea for the accurate calculation of VLF electromagnetic scattering within 500–1500 km.https://www.mdpi.com/2073-4433/15/11/1396VLFionospheric modeltransfer matrix method |
| spellingShingle | Lin Zhao Zhiting Zhan Zhigang Zhang Huiting Feng Analysis of VLF Electromagnetic Scattering in Lower Anisotropic Ionosphere Based on Transfer Matrix Atmosphere VLF ionospheric model transfer matrix method |
| title | Analysis of VLF Electromagnetic Scattering in Lower Anisotropic Ionosphere Based on Transfer Matrix |
| title_full | Analysis of VLF Electromagnetic Scattering in Lower Anisotropic Ionosphere Based on Transfer Matrix |
| title_fullStr | Analysis of VLF Electromagnetic Scattering in Lower Anisotropic Ionosphere Based on Transfer Matrix |
| title_full_unstemmed | Analysis of VLF Electromagnetic Scattering in Lower Anisotropic Ionosphere Based on Transfer Matrix |
| title_short | Analysis of VLF Electromagnetic Scattering in Lower Anisotropic Ionosphere Based on Transfer Matrix |
| title_sort | analysis of vlf electromagnetic scattering in lower anisotropic ionosphere based on transfer matrix |
| topic | VLF ionospheric model transfer matrix method |
| url | https://www.mdpi.com/2073-4433/15/11/1396 |
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