Effect of irregular terrain on the ground wave field at 10 mhz

The propagation of the ground wave field over a smooth geometrically irregular terrain is considered. The calculations of the modulus of the ground wave field attenuation function over model and real radio paths are presented. The field strength measurements over irregular terrain at a frequency of 10 MHz are performed. The attenuation function calculations on a relief path are performed using the Hufford’s integral equation. The numerical solution of the integral equation is applicable to relief paths with elevation differences commensurate with the wavelength. Comparison of the calculations with measurements on a real mountainous path at a frequency of 10 MHz showed satisfactory agreement of the results. It is shown that the applicability of the integral equation method for calculating the attenuation function is due to the location of the geometric inhomogeneity from the transmitter at a distance of no closer than five integration steps.

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Publication Details

Journal
Journal of Radio Electronics
Published
2024-11-01
DOI
https://doi.org/10.30898/1684-1719.2024.11.29
Primary Topic
Radio Wave Propagation Studies
Type
article
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article

Effect of irregular terrain on the ground wave field at 10 mhz

Yu. B. Bashkuev, М. Г. Дембелов, S.N. Balkhaev
Journal of Radio Electronics
Radio Wave Propagation Studies
article

Effect of irregular terrain on the ground wave field at 10 mhz

Yu. B. Bashkuev, М. Г. Дембелов, S.N. Balkhaev
article en

Abstract

The propagation of the ground wave field over a smooth geometrically irregular terrain is considered. The calculations of the modulus of the ground wave field attenuation function over model and real radio paths are presented. The field strength measurements over irregular terrain at a frequency of 10 MHz are performed. The attenuation function calculations on a relief path are performed using the Hufford’s integral equation. The numerical solution of the integral equation is applicable to relief paths with elevation differences commensurate with the wavelength. Comparison of the calculations with measurements on a real mountainous path at a frequency of 10 MHz showed satisfactory agreement of the results. It is shown that the applicability of the integral equation method for calculating the attenuation function is due to the location of the geometric inhomogeneity from the transmitter at a distance of no closer than five integration steps.

Journal of Radio ElectronicsVol. 2024(11)
Openalex Percentile: Top 63%
Radio Wave Propagation Studies
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