International Journal of
Physical Sciences

  • Abbreviation: Int. J. Phys. Sci.
  • Language: English
  • ISSN: 1992-1950
  • DOI: 10.5897/IJPS
  • Start Year: 2006
  • Published Articles: 2572

Full Length Research Paper

Solar events and seasonal variation of foF2 at Korhogo station from 1992 to 2002

Karim Guibula
  • Karim Guibula
  • Laboratoire de Recherche en Energétique et Météorologie de l’Espace (LAREME), Université Norbert Zongo BP 376 Koudougou Burkina Faso.
  • Google Scholar
Jean Louis Zerbo
  • Jean Louis Zerbo
  • Laboratoire de Recherche en Energétique et Météorologie de l’Espace (LAREME), Université Norbert Zongo BP 376 Koudougou Burkina Faso.
  • Google Scholar
Salfo Kaboré
  • Salfo Kaboré
  • Laboratoire de Recherche en Energétique et Météorologie de l’Espace (LAREME), Université Norbert Zongo BP 376 Koudougou Burkina Faso.
  • Google Scholar
Frédéric Ouattara
  • Frédéric Ouattara
  • Laboratoire de Recherche en Energétique et Météorologie de l’Espace (LAREME), Université Norbert Zongo BP 376 Koudougou Burkina Faso.
  • Google Scholar


  •  Received: 11 November 2019
  •  Accepted: 14 February 2020
  •  Published: 31 March 2020

 ABSTRACT

In this paper we report the effect of solar events (CMEs and solar winds) on foF2 diurnal profiles at Korhogo Station (Long 8.427° W; Lat: 9.336° N; dip: -1.88°) from 1992 to 2002. We reviewed on seasons and all the four geomagnetic activity classes (Quiet activity, recurrent activity, Shock activity, and Fluctuating activity). The results show that (1) Coronal Mass Ejections (CMEs) and high-speed solar winds affect trough around midday on foF2 profiles during winter and spring when fluctuating solar winds have no effect on this characteristic. (2) In autumn, CMEs and solar winds do not affect the nighttime peak, but in winter CMEs, high-stream solar winds and fluctuating solar winds affect this characteristic of foF2 profile. In spring, only storms generated by CMEs and fluctuating solar winds have an effect on the nighttime peak. (3) Most of the time, the ionospheric storms observed at Korhogo station are positive storms and the CMEs always cause stronger positive storms compared to the solar winds effects. We assume that, these storms are mainly related to the combination of the phenomena of rapid penetration eastward electric and equatorward neutral winds during daytime but at nighttime they are mainly related to neutral winds alone.

Key words: Geomagnetic activity, trough, peak, positive storm, negative storm.

 


 INTRODUCTION

A geomagnetic storm is an intense and temporal disturbance of the Earth’s magnetosphere caused mainly by solar events such as solar winds and Coronal Mass Ejections (CMEs). These disturbances induce currents in the magnetosphere and the ionosphere which provoke transient variation of the Earth's magnetic field known as geomagnetic activity (Simon and Legrand, 1989). This phenomenon is one of the indirect consequences of solar winds - magnetosphere and Coronal Mass Ejections (CMEs) - magnetosphere interactions. Many authors (Simon and Legrand, 1989; Richardson and Cane, 2000; Richardson et al., 2002; Ouattara F, 2009; Zerbo et al., 2012; Zerbo et al., 2013) have reported on the geomagnetic activity divided into four classes according to solar events: (1) quiet activity caused  by  slow  solar  wind  coming  from  solar heliosheet; (2) recurrent activity due to high speed solar wind coming from solar coronal hole; (3) shock activity provoked by Coronal Mass Ejections (CMEs) and (4) fluctuating activity due to wind stream coming from the fluctuation of solar heliosheet. Recent works have investigated on the effects of solar activity on the critical frequency foF2 profiles in equatorial regions. Ouattara and Zerbo (2011) analysed the effect of solar events on foF2 and hmF2 variations at Ouagadougou Station and showed that severe storms induce equinoctial anomaly in foF2, shock activity causes vernal equinoctial asymmetry in foF2, and fluctuating wind streams produce autumnal equinoctial asymmetry in foF2 and vernal equinoctial asymmetry in hmF2. Ouattara and Amory-Mazaudier (2012) found that at Ouagadougou Station (Lat: 12.4°N; long: 358.5°E; dip: 1.43°), shock and recurrent activities tend to enhance or diminish the morning or afternoon maximum of the F2 layer critical frequency. In more recent investigations, Hussein et al. (2014) have studied the impact of CMEs on foF2 at Puerto Rico (Long. - 67.2°; Lat. 18.5°) and Eglin AFB (Long. -86.7°; Lat. 30.4) stations during the period 1996-2013 and found that the energetic, massive and fast CMEs can affect foF2 more efficiently. Gyébré et al. (2018) found that shock activity only produces positive storms during solar maximum and decreasing phases at Ouagadougou Station. Sawadogo et al. (2018) found that at this station, recurrent activity produces at daytime positive storm for all solar cycle phases. In the present paper, we focus our investigation on the impact of geomagnetic activity on foF2 seasonal variations at Korhogo Station (Long 8.427° W; Lat: 9.336° N; dip: - 1.88°) during the period 1992-2002, in order to learn more about the effect of solar events (CMEs and solar winds) on foF2 diurnal profiles at equatorial latitudes and then contribute to the improvement of model used to predict ionospheric parameters data.

 


 DATA AND METHODS

In this study, we use foF2 data recorded at Korhogo Station (Long 8.427° W; Lat: 9.336° N; dip: -1.88°) in Ivory Coast (RCI) and provided by Brest Télécom (France) to analyze the impact of geomagnetic activity on foF2 seasonal variations.

Seasons are classified as follows: winter (December, January and February); spring (March, April, May); summer (June, July, August) and autumn (September, October and November).

Solar events are investigated through geomagnetic activity classified by Simon and Legrand (1989), Ouattara and Amory-Mazaudier (2009) using a pixel diagram. A pixel diagram is a table displaying geomagnetic index aa as a function of solar rotation (~27 days). Figure 1 is an example of pixel diagram for the year 1994. In this figure, circles correspond to the dates of sudden storm commencement (SSC) and values are the daily average of aa values. According to the criteria fixed by Simon and Legrand (1989) we have four classes: (1) quiet activity is given by the days of index Aa < 20 nT (white and blue colors), (2) recurrent activity is given by the days with index Aa ≥ 40 nT on at least one Bartel’s rotation without magnetic storm (ssc); (3) shock activity days correspond to the dates of SSCs where Aa ≥ 40 nT  during  one,  two  or three days; (4) fluctuating activity corresponds to all days not included in the other three previous classes.

 

 

In this paper, we present two analyses: (1) qualitative analysis and (2) quantitative analysis. The qualitative analysis consists on a morphological comparison between the foF2 seasonal profiles during quiet activity and those of the other geomagnetic activities (recurrent, shock, and fluctuating) in order to point out possible effects of geomagnetic activity on foF2 profiles. Then, we compare the mean values of foF2 during quiet geomagnetic conditions with those during active solar events (fluctuating, recurrent and shock days) in order to identify the effect of geomagnetic activity on foF2 seasonal variations. If the hourly mean values of foF2 during storms time are greater/less than those of the quiet time, then a positive/negative storm was reported (Buonsanto, 1999; Zhao et al., 2005; Tsurutani et al., 2004). For this we use the error bars placed on foF2 profiles. Error bars are obtained by the relation:

Where 𝑋 and   are respectively value and mean value of foF2; N is the total number of available data. Quantitative analysis permits determination of the storm strength. For this, we use according to Vijaya et al. (2011) and Sawadogo et al. (2018), the storm time deviation 𝛥X, defined as follow:

𝛥X = 𝑋1 – 𝑋2                                                                                  (2)

Where 𝑋1, 𝑋2 are the hourly values of foF2 respectively during storm time and quiet time. 𝛥X denotes the storm time deviation of foF2. According to these authors, the storm strength is the maximum positive value of ΔX for the positive storm and the maximum negative value of 𝛥X for the negative storm.

The relationship between the local time and the universal time is given by the expression (3)

Where LT, UT and ѱ are respectively local time, universal time and longitude.

Our study covers the period from 1992 to 2002. This period corresponds to the data available at the Korhogo Station (Long 8.427° W; Lat: 9.336° N; dip: -1.88°).

 

 


 RESULTS AND DISCUSSION

Occurrence of geomagnetic class of activities

Table 1 gives the number of days corresponding to the manifestation of each type of geomagnetic activity between 1992 and 2002 per seasons. We note that the period is characterized by a predominance of quiet activity (1780 days) and fluctuating activity (991 days). This observation, which is in agreement with Zerbo et al. (2012), indicates a less intense solar activity during the period 1992-2002.

 

 

foF2 seasonal variations and geomagnetic activity signature

Figure 2a to d are respectively devoted to foF2 variations in summer, winter, autumn and spring respectively. One can observe that all profiles present trough around midday except in winter (Figure 2b) and spring (Figure 2d) where during shock activity the profiles do not exhibit this characteristic. Moreover, during these seasons, the midday trough is less pronounced during recurrent activity compared to quiet day. These observations show that coronal mass ejections (shock activity) and high-speed solar winds (recurrent activity) affect the midday trough on foF2 diurnal profiles during winter and spring. However, fluctuating solar winds (fluctuating activity) have no effect on this characteristic of the foF2 diurnal profiles. These observations extend those made by Ouattara and Amory-Mazaudier (2012) on seasonal variations of foF2 in equatorial regions. According to Fejer, (1981) and Farley et al. (1986), trough on the foF2 profile around midday expresses the signature of the vertical E×B drift. Thus, from previous observations we can hypothesize that in winter and spring, CMEs and high-speed solar winds have an influence on the EXB drift whereas fluctuating  solar  winds  have  no  effect  on  this phenomenon.

 

 

At nighttime, there is no night peak in foF2 profiles during summer (Figure 2a) in opposite to autumn profiles (Figure 2c). During winter (Figure 2b), disturbed activities (shock, recurrent and fluctuating) profiles present night peak (2000-2300 UT). In spring (Figure 2d) nighttime peak appears only during shock and fluctuating activities. The observations showed that (1) in autumn, solar events (CMEs and solar winds) do not affect nighttime peak on foF2 diurnal profiles; (2) in winter, the magnetic storm generated by all solar events (CMEs, high-speed winds and fluctuating solar wind) affects nighttime peak; (3) in spring, only storm generated by CMEs and fluctuating solar wind affect this characteristic of foF2 diurnal profiles. Considering that nighttime peak on foF2 profiles expresses the signature of reversal of zonal electric field in equatorial latitude (Farley et al., 1986; Scherliess and Fejer, 1997; Vincent, 1998) and taking into account the origin of geomagnetic activities defined by Simon and Legrand (1989), we suggest that in  the  autumn,  CMEs,  high-speed  solar winds and fluctuating solar winds might not have an effect on reversal of zonal electric field at evening. But during winter the solar events could affect this phenomenon. In spring, only CMEs and fluctuating solar winds might affect the reversal of zonal electric field at evening.

Analysis with error bars shows the daytime positive storms (foF2shock > foF2quiet) during shock activity at all seasons (Figures 2a to d). During recurrent activity, the daytime positive storm (foF2recurrent > foF2quiet) appears only in summer (Figure 2) between 1200 and 1900 UT. But in the other seasons, the daytime ionization during recurrent activity is  5%  closed  to  that  of  quiet  activity, reflecting the absence of an ionospheric storm. During fluctuating activity, at daytime, there are the positive storms (foF2fluctuating > foF2quiet) in summer (Figure 2a) and spring (Figure 2d). But during autumn (Figure 2c) and winter (Figure 2b), ionization is not affected at daytime (0800-1900 UT). At nighttime (2000-0000 UT), error bars show that ionization is most important during perturbed activities compared to quiet activities for all seasons (Figures 2a to d). The negative storms are only observed in summer between 0400-0600 UT during recurrent activity. Then, using the error bars, we can assume that the majority of ionospheric storms observed at the  Korhogo  Station  during geomagnetic storms are positive storms. This result is in agreement with Adeniyi (1986) and Mikhailov et al. (1994).

Table 2 gives the maximum positive value of ΔX. Based on the values of ΔX (Table 2), which are always higher during shock activity compared to those of the other geomagnetic activities, it appears that during all seasons, the positive storms are always stronger during shock activity than during the recurrent activity (ΔX-shock > ΔX-recurrent) and fluctuating activity (ΔX-shock > ΔX-fluctuating). As the shock activity is related to the shock waves caused by coronal mass ejections (CMEs) and the other disturbed activities are related to solar winds (Simon and Legrand, 1989), our results indicate that at the considered station, the ionospheric disturbances due to CMEs are more intense than those caused by solar winds for the period covered by our investigations.

 

 

The values in Table 2 also show that for all seasons except summer, positive storms are stronger at nighttime than daytime (ΔXstrom-nighttime > ΔXstrom-daytime) during fluctuating and recurrent activities. During shock activity, this trend is observed in autumn and spring. ΔX values in summer indicate that positive storms are stronger during daytime than nighttime for all activities. According to Balan et al. (2009), the direct effects of storm-time equatorward neutral wind can be the main driver of positive ionospheric storms at low-mid latitude. These authors also indicate that the equatorward wind without the penetrating eastward electric field (PEEF) can result in stronger positive ionospheric storms than with PEEF. With this previous investigation and our comparison between ΔXstrom-nighttime and ΔXstrom-daytime (Table 2), it can be assumed that, in general, at the considered station, the positive storms observed during the geomagnetic storms are mainly related to the combination of the equatorward neutral wind and the PEEF at daytime and related to the equatorial neutral wind also at nighttime.

 

 

 

 

 


 CONCLUSION

We have outlined  some  ideas  about  the  seasonal signature of solar events on foF2 variations at Korhogo ionosonde station:

i) CMEs and solar wind affect midday trough on foF2 diurnal profiles in winter and spring. But the fluctuating solar winds have no significant effect on this characteristic during all seasons.

ii) In autumn, CMEs and solar winds do not affect the nighttime peak on foF2 diurnal profiles. But in winter, the magnetic storm generated by all solar events (CMEs, high-speed winds and fluctuating solar wind) seems to favor the appearance of night peaks on foF2 profiles. In spring, only storms generated by CMEs and fluctuating solar wind have an effect on this phenomenon.

iii) Most of the time, the ionospheric storms observed at Korhogo Station are positive and the CMEs always cause stronger positive storms than the solar winds. We think that these storms are mainly related to the combination of the phenomena of rapid penetration of eastward electric field and equatorward neutral wind during the daytime but at nighttime they are mainly related to neutral winds.

 


 CONFLICT OF INTERESTS

The authors have not declared any conflicts of interests.

 


 ACKNOWLEDGMENTS

The authors thank Brest Telecom for providing Korhogo ionosonde data and ISGI data centre for providing the aa indices.

 



 REFERENCES

Adeniyi JO (1986). Magnetic storm eff ects on the morphology of the equatorial F2 layer. Journal of Atmospheric and Terrestrial Physics, 48(8):695-705.
Crossref

 

Balan N, Shiokawa K., Otsuka Y, Watanabe S, Bailey GJ (2009). Super plasma fountain and equatorial ionization anomaly during penetration electric field. Journal of Geophysical Research 114 p. A03310. 
Crossref

 

Buonsanto MJ (1999). Ionospheric Storms: A Review. Space Science Reviews 88:563-601.
Crossref

 

Fejer BG (1981). The Equatorial Ionospheric Electric Fields. A Review. Journal of Atmospheric and Terrestrial Physics 43(5-6):377-386.
Crossref

 

Gyébré AMF, Gnabahou DA, Ouattara F (2018). The Geomagnetic Effects of Solar Activity as Measured at Ouagadougou Station. International Journal of Astronomy and Astrophysics 8:178-190. 
Crossref

 

Hussein MF, Ramy M, Yousef M, Yousef S (2014). The CMEs impacts on the ionospheric critical frequency foF2. Elixir Space Science 80:31067-31070. 

View

 

Mikhailov AV, Förster M, Skoblin M (1994). Neutral gas composition changes and E×B vertical plasma drift contribution to the daytime equatorial F2-region storm effects. Annales Geophysicae 12(2/3):226-231. 
Crossref

 

Ouattara F, Amory-Mazaudier C (2012). Statistical study of the equatorial F2 layer critical frequency at Ouagadougou during solar cycles 20, 21 and 22, using Legrand and Simon's classification of geomagnetic activity. Journal of Space Weather Space Climate 2: A19, 
Crossref

 

Ouattara F, Zerbo JL (2011). Ouagadougou station F2 layer parameters, yearly and seasonal variations during severe geomagnetic storms generated by coronal mass ejections (CMEs) and fluctuating wind streams. International Journal of the Physical Sciences 6(20):4854-4860.

 

Ouattara F (2009). Relationship between geomagnetic classes' activity phases and their occurrence during the sunspot cycle, Annals of Geophysics 52(2):107-116.

 

Ouattara F, Amory-Mazaudier C (2009). Solar-geomagnetic activity and Aa indices toward a Standard. Journal of Atmospheric and Terrestrial Physics, 71:1736-1748. 
Crossref

 

Richardson IG, Cane HV (2000). Sources of Geomagnetic Activity during Nearly Three Solar Cycles (1972-2000). Journal of Geophysical Research, 107(A8):1187,

 

Richardson IG, Cliver EW, Cane HV (2002). Sources of Geomagnetic Activity over the Solar Cycle: Relative Importance of Coronal Mass Ejections, High-Speed Streams, and Slow Solar Wind. Journal of Geophysical Research (105):18200-18213. 
Crossref

 

Sawadogo WE, Ouattara F, Mahammat NA (2019). The Effects of the Recurrent Storms on Fof2 at Ouagadougou Station during Solar Cycles 21-22. International Journal of Geosciences 10(01):80. 
Crossref

 

Scherliess L, Fejer BG (1997). Storm time dependence of equatorial disturbance dynamo zonal electric fields, Journal Geophysical Research 102(A11):24037-24046.
Crossref

 

Simon PA, Legrand JP (1989). Solar cycle and geomagnetic activity: A review for geophysicists. Part. I. The contributions to geomagnetic activity of shock waves and of the solar wind. In Annales Geophysicae, Atmospheres, Hydrospheres and Space Sciences 7(6):565-578.

 

Tsurutani B, Mannucci A, Lijima B, Mangalathayil AA, Sobra JHA, Gonzalez W, Guarnieri F, Tsuda T, Saito A (2004). Global dayside ionospheric uplift and enhancement associated with interplanetary electricfields, Journal of Geophysical Research 109:A08302, 
Crossref

 

Vijaya LD, Balan N, Tulasi RS, Liu JY (2011). Statistics of geomagnetic storms and ionospheric storms at low and mid-latitudes in two solar cycles. Journal of Geophysical Research 116:A11328,
Crossref

 

Vincent E (1998). Modeling investigation of the evening pre-reversal enhancement of the zonal electric field in the equatorial ionosphere. Journal of geophysical 103(A11):709-719, 
Crossref

 

Zerbo JL, Amory-Mazaudier C, Ouattara F, Richardson JD (2012). Solar Wind and Geomagnetism, toward a Standard Classification 1868-2009. Annales Geophysicae 30:421-426. 
Crossref

 

Zerbo JL, Amory-Mazaudier C, Ouattara F (2013). Geomagnetism during solar cycle 23: Characteristics. Journal of Advanced Research 4(3):265-274. 
Crossref

 

Zhao B, Wan W, Li L (2005). Responses of equatorial anomaly to the October-November 2003 superstorms. Annales Geophysicae 23:693-706. 
Crossref

 




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