Changes in the critical frequency foF2 and their interpretation

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Abstract

The results of the recent publication by Qiann and Mursula who have found an increase with time in the ratio of the modelled and observed values of the thermospheric density at satellite heights are considered. It is assumed that that increase is related to the existence of the negative trend in the density that is not described by the model properly. To confirm this concept, the change with time in the modelled and observed values of the F2-layer critical frequency foF2, foF2(mod)/foF2(obs) based on the observations at the Northern and Southern hemisphere stations is considered. It is shown that the same increase is observed for this ratio as for the ratio of densities. It is found that the rate of this increase in foF2 correlate well with the foF2 trends (in MHz/year) in winter months when the negative trends are small. In the winter months when the foF2 trends are small, there is almost no foF2(mod)/foF2(obs) increase. All that allows us to assume that the results of Qiann and Mursula show that the model incompletely describes the negative trends in the density.

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About the authors

A. D. Danilov

Fedorov Institute of Applied Geophysics

Author for correspondence.
Email: adanilov99@mail.ru
Russian Federation, Moscow

N. A. Berbeneva

Lomonosov Moscow State University

Email: adanilov99@mail.ru

Physics Faculty

Russian Federation, Moscow

References

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  2. Данилов А.Д., Константинова А.В., Рябухин И А. Тренды параметров слоя F2 по данным ст. Свердловск (Арти) // Геомагнетизм и аэрономия Т. 65. № 4. С. 480–497. 2025.
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  4. Danilov A.D., Ryabukhin I.A. Trends of the F2-layer parameters based on Sverdlovsk (Arti) station data // Adv. Space Res. 2025. https://doi.org/10.1016/j.asr.2024.12.078
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Supplementary files

Supplementary Files
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2. Fig. 1. Change in the rmodel/rdata ratio over time according to Qiann and Mursula [2024].

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3. Fig. 2. Examples of changes in foF2(mod)/foF2(obs) over time for 1967–2023 (January, Juliusruh station).

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4. Fig. 3. Examples of changes over time in the foF2(mod)/foF2(obs) value for 1967–2023 (February, Juliusruh station).

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5. Fig. 4. Examples of changes over time in the foF2(mod)/foF2(obs) value for 2001–2023 (January, Juliusruh station).

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6. Fig. 5. Examples of changes over time in the foF2(mod)/foF2(obs) value for 2001–2023 (February, Juliusruh station).

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7. Fig. 6. Examples of changes in foF2(mod)/foF2(obs) over time for Moscow station and Sverdlovsk station.

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8. Fig. 7. Examples of the relationship between the foF2 trend, k(foF2), and the L parameter for two stations.

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