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Investigation of ionospheric response to a moderate geomagnetic storm over the mid-latitude of Saudi Arabia

  • Moqbil Salem Alenazi , Hassan Mahdy Nooreldeen EMAIL logo , Ayman Mahmoud Ahmed , Mohamed Yossuf , Solomon Otoo Lomotey , Ahmed Yassen and Ayman Mahrous
Published/Copyright: January 30, 2025

Abstract

This study investigated the ionospheric response to a moderate geomagnetic storm recorded on May 14, 2019, with a minimum disturbance storm time (Dst) index of 70 nT. Observations from three Global Positioning System (GPS) stations (RFHA, 29.6 N; ARAR, 30.9 N; TRIF, 31.6 N) in Saudi Arabia’s Northern Borders Province were used to derive the vertical total electron content (VTEC), revealing a significant increase during the storm’s main phase. A comparative analysis of GPS-derived VTEC with the International Reference Ionosphere 2016 (IRI-2016) model showed that IRI-2016 tends to overestimate VTEC during quiet and disturbed geomagnetic conditions. Additionally, GPS-VTEC data were utilized to detect traveling ionospheric disturbances within 30 min, moving poleward across the Northern Arabian Peninsula throughout the storm. These findings highlight the impact of the geomagnetic activity on ionospheric dynamics and the effectiveness of the new GPS stations in monitoring ionospheric behavior over the Arabian Peninsula.

Keywords: ionosphere; VTEC; TIDs

1 Introduction

The ionosphere, an ionized layer of Earth’s upper atmosphere, extends from approximately 60 to over 1,000 km in altitude, enveloping our planet. This region is primarily formed through the photoionization of neutral molecules by extreme ultraviolet (EUV) and soft X-ray radiation from the sun. The ionosphere is stratified into four distinct sublayers based on vertical electron density profiles: the D-region (60–100 km), the E-region (100–150 km), the F1-region (150–250 km), and the F2-region ( > 250 km). The electron density increases with altitude, reaching a peak in the F2 region before gradually decreasing (Schunk and Nagy 2009). The ionosphere plays a crucial role in space weather due to its complex interaction with the magnetosphere and its vulnerability to various storm characteristics (Pulkkinen 2007). These characteristics significantly impact radio wave communication, as active auroras can entirely block radio signals, especially at higher frequencies (Lanzerotti 2001). The global positioning system (GPS) depends on signals that pass through the ionosphere, subjecting them to refraction and deceleration, particularly in regions with intense auroral currents. This signal delay, proportional to the electron density along the signal path, provides a unique opportunity for estimating total electron content (TEC). TEC, measured between satellites and receivers, is a fundamental ionospheric parameter that significantly influences the performance of communication and navigation systems. GPS-TEC measurements offer a precise tool for continuously monitoring ionospheric morphology (Akala et al. 2013). Based on geomagnetic latitude (GLAT), Earth’s ionosphere can be divided into three zones: low-latitude (GLAT < 3 0 ), mid-latitude ( 3 0 > GLAT < 6 0 ), and high-latitude ( GLAT > 6 0 ) (Hunsucker and Hargreaves 2007). Diurnal and seasonal variations in ionospheric electron density at all latitudes are closely related to thermospheric circulation, neutral temperature, ion production rates, and neutral wind patterns (Rishbeth et al. 2000). The equatorial and low-latitude regions of the ionosphere exhibit significant temporal and spatial variations. Above 150 km in the F-region, three distinct dynamical processes emerge: the equatorial ionization anomaly (EIA), post-sunset plasma enhancement (PS-EIA), and evening plasma bubbles (Takahashi et al. 2014). Ionospheric crests arise from upward plasma drift over the magnetic equator in the E and F regions, influenced by the ionospheric fountain effect. Neutral winds at E-region altitudes regulate these crests’ strength and latitudinal extent (Bailey and Balan 1996). Post-sunset, the pre-reversal increase in the zonal electric field elevates the F-layer, intensifying the plasma over the EIA crest (Wang et al. 2012). Geomagnetic storms in mid- and low-latitude regions yield positive and negative ionospheric effects. However, during the initial and main phases of geomagnetic storms, positive effects dominate the ionospheric response (Wang et al. 2010). This positive phase in the middle- and low-latitude ionosphere results from diverse factors, including E × B drift-induced F2-layer elevation, plasma fluxes from the plasmasphere, and neutral atmospheric gases downwelling (Danilov and Konstantinova 2013). Various irregularities, such as TIDs, equatorial plasma bubbles (EPBs), and F-region plasma density enhancements, manifest as responses to geomagnetic storms (Saito et al. 2007, Tsugawa et al. 2004). Research employing TEC derived from the GPS and ground-based instruments such as airglow imagers has significantly advanced our understanding of the propagation characteristics of TIDs and their influence on radio wave propagation during geomagnetic storms (Moral et al. 2019).

For instance, Habarulema et al. (2015) utilized GPS-TEC to investigate TIDs moving poleward during geomagnetic conditions over the African sector, illustrating the global propagation of TIDs and their energy and momentum transfer during geomagnetic storms. Jonah et al. (2018) examined ionospheric perturbations associated with TIDs over North America during a geomagnetic storm, identifying TIDs propagating poleward linked to enhanced geomagnetic activity. Numerical simulations, as demonstrated by Horvath and Lovell (2010), have shown that high-latitude auroral events can heat the thermosphere and induce TID generation moving equatorward with varying characteristics. The impacts of TIDs on radio wave propagation and space weather forecasting were thoroughly examined in studies by Hernández-Pajares et al. (2006). In this study, we investigate the effects of moderate geomagnetic storms on the ionosphere and the potential propagation of TIDs across the Saudi Arabian sector using GPS-TEC measurements obtained from three ground-based sites in the Northern Arabian Peninsula. Several studies have concentrated on the ionospheric properties and TEC enhancements in response to geomagnetic activity over the Kingdom of Saudi Arabia (KSA). One study conducted by Alothman et al. (2011) utilizing a regional network of 16 sites encompassing KSA and its surroundings explored short-term ionospheric variations. This study observed peak VTEC values within the 17–26 TECU range. A further investigation utilized GPS data collected at the low-latitude RASH station in Magna, KSA (coordinates: 2 8 17 N , 3 4 47 E ), to scrutinize temporal variations in ionospheric TEC from 2015 to 2017 (Sharma et al. 2020b). This analysis established a robust correlation between GPS-VTEC observations and key solar indices, including sunspot number (SSN), F10.7, and extreme ultraviolet (EUV) – GPS-derived ionospheric TEC variability. To enhance the monitoring and prediction of the ionosphere over KSA, the Northern Border University set up three ground-based GPS ionospheric monitoring stations in the northern region of the Arabian Peninsula, near 3 0 N latitude. Utilizing data from the recently established ionospheric monitoring network, we conducted an in-depth analysis of the ionospheric response to a moderate storm event on May 14, 2019. According to a recent study conducted by Chernogor et al. (2020), it was observed that this particular storm led to significant enhancements in VTEC over China during a positive ionospheric storm.

2 Data and methodology

In the period leading up to the geomagnetic storm under study, a series of explosions near sunspot AR2741 on May 13, 2019, instigated the release of three minor coronal mass ejections (CMEs) associated with solar flares directed toward Earth. The most significant eruption transpired on May 12, when an unstable magnetic filament surrounding a sunspot ruptured, resulting in a faint series of CMEs. Activities on May 11 and 13 also contributed to this sequence of events. Although these impending CMEs were relatively minor in scale compared to the bright and massive ones observed during the solar maximum, NOAA forecasters initially predicted a 55–60% probability of G1-class geomagnetic storms on May 15 and 16, 2019, with the potential for isolated G2-class storms. Contrary to the forecast, a potent geomagnetic storm of G3-class was observed on May 14, 2019, as reported by Tassev et al. (2019). Figure 1 displays various geomagnetic parameters with universal time to visually represent the prevailing space weather conditions. During May 13 and 14, 2019, the solar wind bulk speed (Vsw) gradually escalated, peaking at 574 km/s at 08:00 UT on May 14, 2019, before oscillating around 400 km/s. Simultaneously, the southward component of the interplanetary magnetic field (Bz-GSM) fluctuated between 14 nT and +9 nT.

Figure 1 
               Southward interplanetary magnetic field (Bz), disturbance storm time (Dst) index, interplanetary solar wind speed (Vsw), interplanetary electric field component (Ey), and geomagnetic three-hourly Kp index were arranged from top to bottom on the panel from 13 to 15 May 2019.
Figure 1

Southward interplanetary magnetic field (Bz), disturbance storm time (Dst) index, interplanetary solar wind speed (Vsw), interplanetary electric field component (Ey), and geomagnetic three-hourly Kp index were arranged from top to bottom on the panel from 13 to 15 May 2019.

On May 14, 2019, the interplanetary electric field component (Ey) suddenly increased, reaching its maximum of 6.76 mV/m at 05:00 UT. The geomagnetic Kp index reached a value of 6. Notably, the main phase of the storm, which occurred between 03:00 UT and 07:00 UT, exhibited a swift decline in the Dst index, transitioning from 1 nT to 70  nT. The recovery phase persisted from 07:00 UT on May 14, 2019, until 07:00 UT on May 15, 2019. The data regarding the Vsw, Bz, Ey components, the geomagnetic Kp index, and the Dst index were procured from the OMNI Web-NASA server. In this study, GPS observations were collected from three ground stations located in the Northern Arabian Peninsula, with the local time zone of UTC+3, approximately at latitudes 2 9 , 3 1 , and 3 2 , as illustrated in Figure 2. At these three stations, we utilized the connected autonomous space environment sensor (CASES), a state-of-the-art dual-frequency GPS receiver developed by ASTRA, to capture essential ionospheric information. Data Processing Software: The data processing in this study was performed using Calcula_roti_v411, a software developed by R. Fleury, available on the GIRGEA website. The VTEC was derived based on phase measurements using the following methodology:

  • Phase jump detection: Phase jumps were identified when a difference exceeding 5 TECU occurred between consecutive 30 s points. Slant total electron content (STEC) data underwent polynomial regression to generate smoother curves and pinpoint these non-physical jumps.

  • Bias incorporation: Adjustments were made for satellite and receiver biases by referencing data from the University of Bern and using VTEC/CODG data in IONEX format. This process involved the application of the secant law, given by the following equation:

    (1) STEC = VTEC 1 a a + h m cos ( β ) 2 ,

    where a denotes the Earth’s radius (6370 km) and β represents the elevation angle.

  • Elevation angle calculation: Using weekly almanac files, GPS satellite positions were determined to calculate elevation angles β , considering positions at both ends. Only data points with elevations above 20° degrees were used to compute receiver bias.

  • VTEC calibration and mapping: The STEC resulting from the phase was calibrated, and the secant law was employed to compute the VTEC at each data point. CODG files were manually downloaded from the CDDIS server. Additionally, YUMA almanacs were obtained from the designated site.

To investigate the ionospheric response to the geomagnetic storms that occurred on May 14, 2019, we used GPS-TEC data spanning from May 12 to 16, 2019. We also identified five days in May 2019 with the least geomagnetic activity (May 5, 8, 19, 21, and 25) as classified by the World Data Center for Geomagnetism, Kyoto. The mean VTEC derived from these quiet days ( VTEC AV 5QD ) was calculated and used as a reference baseline. Standard Deviation of VTEC AV 5QD ( σ ) was calculated for the three stations. Furthermore, we used DTEC data derived from the three GPS stations to represent the ionospheric perturbations across different latitudes. Specifically, we computed DTEC by performing polynomial fitting of the VTEC time series for each satellite observed at the three stations, using a fourth-order polynomial as shown in the following equation:

(2) VTEC fit = a t i j 4 + b t i j 3 + c t i j 2 + d t i j + ε ,

where VTEC fit denotes the fitted VTEC at time t , with i = 1 , 2 , 3 representing the receiver stations, and j = 1 , 2 , , 32 corresponding to the satellites. The term ε represents the residual error from the fitting process, and the coefficients a , b , c , and d are determined using the least-squares method (Habarulema et al. 2016). High-frequency changes in VTEC due to irregular ionospheric plasma were detected by finding the difference between the actual VTEC data and the modeled data, as described by the following equation:

(3) Δ VTEC = VTEC VTEC fit ,

where Δ VTEC indicates the deviation of VTEC, with VTEC being the observed VTEC data at time t , and VTEC fit represents the modeled VTEC data. This approach effectively visualizes the ionospheric response during the storm period, capturing spatial and temporal variations despite using a limited number of stations. To evaluate the impact of CMEs and solar flares on the ionosphere, we calculated the percentage deviation of Δ VTEC between storm days VTEC storm and quiet days VTEC AV 5QD using the following equation:

(4) Δ VTEC ( % ) = VTEC storm 2 σ VTEC AV 5QD VTEC storm × 100 .

In addition to the GPS-TEC measurements, VTEC data from the International Reference Ionosphere (IRI) were utilized for comparison. The IRI model offers predictions of VTEC by incorporating advanced models for the F2 peak height hmF2 and improved representations of topside ion densities at various solar activities (Bilitza et al. 2017). We utilized specific configurations for VTEC predictions based on IRI2016. The “NeQuick” model determined the topside electron density (Ne), employing the “Gul-1987ABT-2009” option for the lower atmosphere and the “URSI” option for the Ne-F peak.

Figure 2 
               Location of the three GPS stations, RFHA (
                     
                        
                        
                           2
                           
                              
                                 9
                              
                              
                                 
                                    ∘
                                 
                              
                           
                           38
                           ′
                           1
                           
                              
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                                 ″
                              
                           
                        
                        2{9}^{\circ }38^{\prime} 1{7}^{^{\prime\prime} }
                     
                  N, 
                     
                        
                        
                           4
                           
                              
                                 3
                              
                              
                                 
                                    ∘
                                 
                              
                           
                           31
                           ′
                           3
                           
                              
                                 4
                              
                              
                                 ″
                              
                           
                        
                        4{3}^{\circ }31^{\prime} 3{4}^{^{\prime\prime} }
                     
                  E), ARAR (
                     
                        
                        
                           3
                           
                              
                                 0
                              
                              
                                 
                                    ∘
                                 
                              
                           
                           54
                           ′
                           5
                           
                              
                                 8
                              
                              
                                 ″
                              
                           
                        
                        3{0}^{\circ }54^{\prime} 5{8}^{^{\prime\prime} }
                     
                  N, 
                     
                        
                        
                           4
                           
                              
                                 1
                              
                              
                                 
                                    ∘
                                 
                              
                           
                           04
                           ′
                           4
                           
                              
                                 2
                              
                              
                                 ″
                              
                           
                        
                        4{1}^{\circ }04^{\prime} 4{2}^{^{\prime\prime} }
                     
                  E), and TRIF (
                     
                        
                        
                           3
                           
                              
                                 1
                              
                              
                                 
                                    ∘
                                 
                              
                           
                           39
                           ′
                           4
                           
                              
                                 2
                              
                              
                                 ″
                              
                           
                        
                        3{1}^{\circ }39^{\prime} 4{2}^{^{\prime\prime} }
                     
                  N, 
                     
                        
                        
                           3
                           
                              
                                 8
                              
                              
                                 
                                    ∘
                                 
                              
                           
                           43
                           ′
                           4
                           
                              
                                 1
                              
                              
                                 ″
                              
                           
                        
                        3{8}^{\circ }43^{\prime} 4{1}^{^{\prime\prime} }
                     
                  E).
Figure 2

Location of the three GPS stations, RFHA ( 2 9 38 1 7 N, 4 3 31 3 4 E), ARAR ( 3 0 54 5 8 N, 4 1 04 4 2 E), and TRIF ( 3 1 39 4 2 N, 3 8 43 4 1 E).

3 Results

Our investigation focused on the ionospheric response within the Northern Arabian Peninsula region during geomagnetic activity, specifically examining the effects of a moderate storm that occurred on May 14, 2019. Figure 3 presents 24 h VTEC plots for all pseudorandom noise numbers (PRNs), illustrating the mean VTEC and providing a snapshot of the daily VTEC variation at the RFHA station on May 14, 2019. Notably, VTEC values gradually increased starting at 06:00 UT, peaking at approximately 28 TECU around 10:00 UT and persisting around noon UT. As evening approached, VTEC values decreased, with a slight post-sunset enhancement – a consistent pattern observed across all stations.

Figure 3 
               24 h plot of VTEC for all the PRNs (colored lines) and the mean VTEC (black line) on 14 May 2019, RFHA station.
Figure 3

24 h plot of VTEC for all the PRNs (colored lines) and the mean VTEC (black line) on 14 May 2019, RFHA station.

Figure 4 illustrates the DTEC variation over time for all PRNs, with an average DTEC curve superimposed for the RFHA station. This analysis involved fitting VTEC data to a fourth-order polynomial to remove diurnal variability, producing DTEC time series. This method aligns with (Valladares et al. 2009) approach, which reflects variations in integrated density due to large-scale atmospheric gravity waves.

Figure 4 
               DTEC variation with time from all PRNs in the colored curves, and the average 
                     
                        
                        
                           Δ
                        
                        \Delta 
                     
                  TEC in the black curve over RFHA station on 14 May 2019.
Figure 4

DTEC variation with time from all PRNs in the colored curves, and the average Δ TEC in the black curve over RFHA station on 14 May 2019.

To understand the storm’s impact on VTEC, we considered variations in VTEC from May 12, 2019 (before the storm) to May 16, 2019 (the end of the storm’s recovery phase). Additionally, we independently calculated the average VTEC for five quiet days VTEC AV 5QD for each station. We incorporated the predicted VTEC from the IRI-2016 model (IRI-VTEC) for the same day and location. As depicted in Figure 5, our findings show a nearly consistent pattern in IRI-VTEC values across the three stations. On quiet days, the IRI model tends to overestimate VTEC values, which can be attributed to inaccuracies in representing the topside ionosphere and meridional winds in this region (Tariku 2019). During Geomagnetic activity conditions, however, underestimated VTEC at the start and end of the day and overestimated VTEC between 04:00 and 16:00 UT (Reddybattula and Panda 2019). Underscoring the limitations in the IRI-2016 model’s ability to accurately predict ionospheric behavior during stormy conditions. Additionally, it is important to highlight a significant observation regarding GPS-VTEC values on May 14, notably surpassing those of May 13 and 15. This output underscores the transient nature of ionospheric conditions during storm events. Furthermore, we noted some discrepancies in VTEC AV 5QD values among the stations, likely due to variations in internal receiver bias as well as differences in the latitudinal locations of the stations. The ( σ ) of the VTEC AV 5QD was plotted alongside the storm-time VTEC, revealing peaks during dawn and dusk.

Figure 5 
               Daily variation of GPS-TEC and IRI-TEC on May 14, 2019, for RFHA, ARAR, and TRIF stations. Red, black, blue, and green lines denote GPS-TEC, 
                     
                        
                        
                           
                              
                                 
                                    
                                    VTEC
                                 
                              
                              
                                 
                                    AV5QD
                                    
                                 
                              
                           
                        
                        {\text{VTEC}}_{\text{AV5QD}}
                     
                  , IRI-VTEC, and STD of 
                     
                        
                        
                           
                              
                                 
                                    
                                    VTEC
                                 
                              
                              
                                 
                                    AV5QD
                                    
                                 
                              
                           
                        
                        {\text{VTEC}}_{\text{AV5QD}}
                     
                  , respectively.
Figure 5

Daily variation of GPS-TEC and IRI-TEC on May 14, 2019, for RFHA, ARAR, and TRIF stations. Red, black, blue, and green lines denote GPS-TEC, VTEC AV5QD , IRI-VTEC, and STD of VTEC AV5QD , respectively.

We calculated the change in TEC ( Δ TEC), which allowed us to estimate disturbances in the ionosphere. Figure 6 illustrates the percentage deviation of Δ TEC from GPS measurements at RFHA, ARAR, and TRIF stations during the moderate geomagnetic storm on May 14, 2019. Following the arrival of a shock wave associated with a weak CME on May 14, we observed a positive increment in Δ TEC during the main phase around 10:00 UT at all three stations. The recorded Δ TEC values were 75, 95, and 120% for RFHA, ARAR, and TRIF, respectively.

Figure 6 
               Percentage deviation of 
                     
                        
                        
                           Δ
                        
                        \Delta 
                     
                  TEC from the GPS measurements at the sits, RFHA, ARAR, and TRIF arranged from up to down, during the moderate geomagnetic storm on 14 May 2019.
Figure 6

Percentage deviation of Δ TEC from the GPS measurements at the sits, RFHA, ARAR, and TRIF arranged from up to down, during the moderate geomagnetic storm on 14 May 2019.

Finally, for Figure 7, the detrended TEC over within the longitude sector of 3 5 4 5 E and latitude range 2 2 S– 3 6 N against universal time (UT) was constructed at a temporal resolution of 30 min, using the DTEC measurements from the three stations. To assess the characteristics of TIDs, we applied the Morlet continuous wavelet transform (CWT), as depicted in Figure 8. Our analysis reveals the persistent existence of poleward medium-scale TIDs throughout the entire day. The power spectrum of the wavelet transform over the Arabian sector was computed from different latitudes. The ( Δ TEC) was computed by subtracting TEC from values of fourth-order fitted polynomial functions and applying a moving average of 30 min for 2 5 ± 2 and 3 5 ± 2 latitude. From the averaged Δ TEC, the CWT was applied for each latitude to produce scalograms. Estimated periods are approximately 60 and 30 min on May 14, 2019. In summary, this study provides comprehensive insights into the ionospheric response to geomagnetic storms in the Northern Arabian Peninsula. It highlights the limitations of the IRI-2016 model and sheds light on the complex dynamics of the ionosphere, including positive ionospheric storms, post-sunset enhancement, and TIDs during stormy conditions.

Figure 7 
               Latitude-time plot of DTEC within longitude sector of 
                     
                        
                        
                           3
                           
                              
                                 5
                              
                              
                                 
                                    ∘
                                 
                              
                           
                        
                        3{5}^{\circ }
                     
                  –
                     
                        
                        
                           4
                           
                              
                                 5
                              
                              
                                 
                                    ∘
                                 
                              
                           
                        
                        4{5}^{\circ }
                     
                  E and latitude range 
                     
                        
                        
                           2
                           
                              
                                 2
                              
                              
                                 
                                    ∘
                                 
                              
                           
                        
                        2{2}^{\circ }
                     
                  S–
                     
                        
                        
                           3
                           
                              
                                 6
                              
                              
                                 
                                    ∘
                                 
                              
                           
                        
                        3{6}^{\circ }
                     
                  N. Black dots show the signature propagation of the TIDs the Northern Arabian Peninsula sector on 14 May 2019.
Figure 7

Latitude-time plot of DTEC within longitude sector of 3 5 4 5 E and latitude range 2 2 S– 3 6 N. Black dots show the signature propagation of the TIDs the Northern Arabian Peninsula sector on 14 May 2019.

Figure 8 
               30 min moving averaged 
                     
                        
                        
                           Δ
                        
                        \Delta 
                     
                  TEC from selected latitudes of 
                     
                        
                        
                           +
                           2
                           
                              
                                 5
                              
                              
                                 
                                    ∘
                                 
                              
                           
                        
                        +2{5}^{\circ }
                     
                   and 
                     
                        
                        
                           +
                           3
                           
                              
                                 5
                              
                              
                                 
                                    ∘
                                 
                              
                           
                        
                        +3{5}^{\circ }
                     
                   within the longitude sector of 
                     
                        
                        
                           3
                           
                              
                                 5
                              
                              
                                 
                                    ∘
                                 
                              
                           
                        
                        3{5}^{\circ }
                     
                  –
                     
                        
                        
                           5
                           
                              
                                 0
                              
                              
                                 
                                    ∘
                                 
                              
                           
                        
                        5{0}^{\circ }
                     
                  E on the 14 May 2019. The period of TIDs is 
                     
                        
                        
                           ≈
                           30
                        
                        \approx 30
                     
                   min to 
                     
                        
                        
                           ≈
                           60
                        
                        \approx 60
                     
                   min.
Figure 8

30 min moving averaged Δ TEC from selected latitudes of + 2 5 and + 3 5 within the longitude sector of 3 5 5 0 E on the 14 May 2019. The period of TIDs is 30  min to 60  min.

4 Discussion

In this study, we conducted a comprehensive investigation into the ionospheric response to a moderate geomagnetic storm that occurred on May 14, 2019. We utilized GPS observations from three ground stations (RFHA, ARAR, and TRIF) in the northern Arabian Peninsula region. During periods of low geomagnetic activity, we observed a daily variation in VTEC, with peak values occurring around noon. This pattern is consistent with expected trends, driven by increased ionization rates due to maximum solar radiation. However, during the geomagnetic storm, significant increases in VTEC were noted during the main phase. This underscores the transient and dynamic nature of ionospheric conditions during storm events. The increase in VTEC levels at noon during the storm conditions over Saudi Arabia can be attributed to the combined influence of the prompt penetration electric field (PPEF) and the disturbance dynamo electric field (DDEF), as highlighted by Sharma et al. (2020a). The PPEF, which originates from magnetospheric interactions with the solar wind, is triggered by the southward turning of the interplanetary magnetic field (IMF-Bz) and propagates rapidly from high latitudes to low latitudes. This electric field penetrates the low-latitude ionosphere due to an undershielding condition and causes an uplift of the ionosphere through the eastward E × B drift. This process raises the F2 layer, leading to an increase in parameters like the hmF2 and total electron content (TEC) (Kikuchi and Araki 1979; Nava et al. 2016). On the other hand, the DDEF operates over a longer duration and is driven by thermospheric wind disturbances caused by Joule heating at high latitudes during the storm (Blanc and Richmond 1980). These winds flow equatorward, further influencing the ionospheric dynamics by uplifting the F2 layer. The combined effects of PPEF and DDEF substantially enhance the O/N2 ratio, reducing recombination rates and contributing to the observed increase in VTEC (Burns et al. 1995). In summary, the simultaneous presence of both PPEF and DDEF during geomagnetic storms plays a crucial role in elevating the F2 layer and enhancing VTEC, as observed in our study during the May 14, 2019, storm. Our study conducted an evaluation of the IRI-2016 model, focusing on its performance during geomagnetic storms. The comparisons revealed significant limitations in the model’s ability to capture the transient and dynamic nature of the ionosphere during such disturbed periods. Specifically, the IRI-2016 model consistently underestimated VTEC at the start and end of the day and overestimated VTEC between 04:00 and 16:00 UT. These discrepancies align closely with findings from at a nearby station (HALY, 2 9 N) and (Sharma et al. 2018) at station (BHR3, 2 6 N), reinforcing concerns about the model’s performance during storm conditions. One major limitation of the IRI-2016 model is its inability to fully account for the effects of geomagnetic storms, particularly the rapid changes caused by PPEF and DDEF. These electrodynamic forces can cause significant, short-term variations in ionospheric parameters, such as VTEC, that the model, with its smoother statistical approach, fails to accurately represent. The IRI2016 model relies heavily on climatological averages, which are not sufficient to capture the sudden and sharp changes in ionospheric electron content driven by storms (Bilitza et al. 2017). Furthermore, the model struggles to reflect the spatial variability in VTEC, where storm-time dynamics are highly influenced by thermospheric winds and electric field disturbances (Lu et al. 2008). The overestimation of VTEC during daytime hours and underestimation at dawn and dusk highlight the IRI-2016’s limited ability to simulate the complex interactions between solar radiation, geomagnetic activity, and ionospheric behavior, which can vary significantly with time and location. In summary, while the IRI-2016 model provides a useful baseline for quiet ionospheric conditions, its limitations in accurately forecasting ionospheric responses during geomagnetic storms suggest a need for more dynamic, storm-specific modeling approaches that can better capture the real-time impacts of geomagnetic disturbances. Our investigation provided valuable insights into the occurrence of poleward TIDs, which are most probably medium-scale TIDs (MSTIDs). However, further investigation is needed to confirm this assumption. Moreover, our findings revealed the complex origins of these disturbances, emphasizing the intricate nature of ionospheric responses during geomagnetic storms. These disturbances, persistently observed throughout the day, highlighted the multifaceted mechanisms involved in their generation. Poleward MSTIDs during geomagnetic storms are primarily driven by alterations in ionospheric electrodynamics, particularly changes in the vertical E × B drift following the storm’s onset (Habarulema et al. 2015). The initiation of these MSTIDs is closely linked to the enhancement of equatorial electrojet (EEJ) (MacDougall et al. 2011). However, it is essential to consider other potential physical mechanisms, such as atmospheric gravity waves and magnetosphere–ionosphere–atmosphere coupling, which may also contribute to the launching of TIDs at the geomagnetic equator during disturbed conditions (Hocke et al. 1996; Jonah et al. 2020).

5 Conclusion

This study provides a detailed investigation into the ionospheric response to the geomagnetic storm of May 14, 2019. A significant increase in VTEC was observed during the main phase of the storm, driven by a combination of PPEF and DDEF. These mechanisms led to significant uplift of the ionosphere, particularly around noon, resulting in a substantial increase in VTEC. The analysis highlighted the limitations of the IRI-2016 model, which consistently overestimated VTEC during both geomagnetically quiet and disturbed periods. This underperformance points to the need for further long-term statistical studies to comprehensively assess the model’s predictive accuracy for the ionosphere in this region. Additionally, continuous poleward TIDs were detected throughout the day, indicating the complex nature of ionospheric dynamics during geomagnetic storms. These disturbances, driven primarily by changes in the E × B drift, emphasize the importance of conducting further studies on TIDs to better understand the underlying mechanisms that influence ionospheric electrodynamics during such events. Post-sunset VTEC enhancements were also observed during both quiet and storm conditions, attributed to PRE of the east–west electric field in the equatorial F-region and the disturbance dynamo mechanism. These findings align with previous studies conducted in neighboring regions. In conclusion, this study demonstrates the effectiveness of the new installed GPS stations (RFHA, ARAR, TRIF) in detecting ionospheric variations triggered by geomagnetic storms. It also underscores the need for more comprehensive research to better understand the complex ionospheric dynamics over the Arabian Peninsula.

Acknowledgements

The authors are grateful for the reviewer’s valuable comments that improved the manuscript. The authors gratefully acknowledged Rolland Fleury, professor at the Micro-Ondes Télécom Bretagne department in Brest, France, for providing the Calcula_roti_v411 software, which was essential for our data processing. We also thank NASA’s Space Physics Data Facility (SPDF) and the Community Coordinated Modeling Center (CCMC) for their support in facilitating the IRI-web online computation service. Furthermore, we acknowledge the SPDF OMNIWeb database, accessible via the GSFC/SPDF OMNIWeb interface at https://omniweb.gsfc.nasa.gov, for its valuable contributions – special thanks to CelesTrak for granting access to the GPS Yuma Almanac files. Finally, we appreciate the resources provided by the World Data Center for Geomagnetism, Kyoto, available at http://wdc.kugi.kyoto-u.ac.jp/wdc/, for their assistance in delivering geomagnetic storm information.

  1. Funding information: The authors state no funding involved.

  2. Author contributions: All authors have accepted responsibility for the entire content of this manuscript, consented to its submission, and approved the final version. The contributions of each author are as follows: Moqbil Salem Alenazi, PhD: Led the project, provided GPS data and software, contributed to manuscript writing, and reviewed and edited the manuscript. Hassan Mahdy Nooreldeen, MSc: Processed GPS files, conducted VTEC analysis, analyzed geomagnetic indices data, collected IRI-2016 VTEC predictions, visualized all parameters, and contributed significantly to manuscript drafting and writing. Ayman Mahmoud Ahmed, PhD: Reviewed and edited the manuscript, contributing to the discussion and interpretation of the results. Mohamed Yossuf, Prof.: Reviewed the manuscript and contributed to the scientific interpretation of the data and results discussion. Solomon Otoo Lomotey, PhD: Conducted TIDs detection analysis, contributed to the scientific interpretation of the data, and assisted in manuscript writing. Ahmed Yassen, MSc: Assisted with VTEC data analysis, contributed to data processing, and contributed to manuscript writing. Ayman Mahrous, Prof.: Supervised the research, reviewed the manuscript, and contributed to the scientific interpretation of the data and results discussion.

  3. Conflict of interest: The authors state no conflict of interest.

  4. Ethical approval: The conducted research is not related to either human or animal use.

  5. Informed consent: Not applicable, as the study does not involve human subjects.

  6. Data availability statement: The GPS data supporting the findings of this study are available upon request from Moqbil Salem Alenazi, PhD.

References

Akala A, Seemala G, Doherty P, Valladares C, Carrano C, Espinoza J, Oluyo S. 2013. Comparison of equatorial gps-tec observations over an African station and an American station during the minimum and ascending phases of solar cycle 24. In: Annales Geophysicae, vol. 31, Germany: Copernicus Publications Göttingen. pp. 2085–2096. 10.5194/angeo-31-2085-2013Search in Google Scholar

Alothman A, Alsubaie M, Ayhan M. 2011. Short term variations of total electron content (tec) fitting to a regional gps network over the kingdom of Saudi Arabia (ksa). Adv Space Res. 48(5):842–849. 10.1016/j.asr.2011.04.017Search in Google Scholar

Bailey G, Balan N. 1996. Some modelling studies of the equatorial ionosphere using the Sheffield university plasmasphere ionosphere model. Adv Space Res. 18(6):59–68. 10.1016/0273-1177(95)00901-9Search in Google Scholar

Bilitza D, Altadill D, Truhlik V, Shubin V, Galkin I, Reinisch B, Huang X. 2017. International reference ionosphere 2016: From ionospheric climate to real-time weather predictions. Space Weather. 15(2):418–429. 10.1002/2016SW001593Search in Google Scholar

Blanc M, Richmond A. 1980. The ionospheric disturbance dynamo. J Geophys Res Space Phys. 85(A4):1669–1686. 10.1029/JA085iA04p01669Search in Google Scholar

Burns A, Killeen T, Deng W, Carignan G, Roble R. 1995. Geomagnetic storm effects in the low-to middle-latitude upper thermosphere. J Geophys Res Space Phys. 100(A8):14673–14691. 10.1029/94JA03232Search in Google Scholar

Chernogor L, Garmash K, Guo Q, Luo Y, Rozumenko V, Zheng Y. 2020. Ionospheric storm effects over the people’s republic of china on 14 May 2019: Results from multipath multi-frequency oblique radio sounding. Adv Space Res. 66(2):226–242. 10.1016/j.asr.2020.03.037Search in Google Scholar

Danilov A, Konstantinova A. 2013. Behavior of parameters of the ionospheric f 2 layer at the edge of the centuries: 2. height of the layer. Geomagnetism Aeronomy. 53:457–470. 10.1134/S0016793213040063Search in Google Scholar

Habarulema JB, Katamzi ZT, Yizengaw E. 2015. First observations of poleward large-scale traveling ionospheric disturbances over the African sector during geomagnetic storm conditions. J Geophys Res Space Phys. 120(8):6914–6929. 10.1002/2015JA021066Search in Google Scholar

Habarulema JB, Katamzi ZT, Yizengaw E, Yamazaki Y, Seemala G. 2016. Simultaneous storm time equatorward and poleward large-scale tids on a global scale. Geophys Res Lett. 43(13):6678–6686. 10.1002/2016GL069740Search in Google Scholar

Hernández-Pajares M, Juan JM, Sanz J. 2006. Medium-scale traveling ionospheric disturbances affecting gps measurements: Spatial and temporal analysis. J Geophys Res Space Phys. 111(A7):A07S11. 10.1029/2005JA011474Search in Google Scholar

Hocke K, Schlegel K. 1996. A review of atmospheric gravity waves and travelling ionospheric disturbances: 1982–1995. Ann Geophys. 14:917. 10.1007/s005850050357Search in Google Scholar

Horvath I, Lovell BC. 2010. Traveling ionospheric disturbances and their relations to storm-enhanced density features and plasma density irregularities in the local evening and nighttime hours of the Halloween superstorms of 29-31 October 2003. J Geophys Res Space Phys. 115(A9):A09327. 10.1029/2009JA015125Search in Google Scholar

Hunsucker RD, Hargreaves JK. 2007. The high-latitude ionosphere and its effects on radio propagation. Cambridge, UK: Cambridge University Press. Search in Google Scholar

Jonah OF, Coster A, Zhang S, Goncharenko L, Erickson PJ, de Paula, E, Kherani EA. 2018. Tid observations and source analysis during the 2017 memorial day weekend geomagnetic storm over North America. J Geophys Res Space Phys. 123(10):8749–8765. 10.1029/2018JA025367Search in Google Scholar

Jonah OF, Zhang S, Coster AJ, Goncharenko LP, Erickson PJ, Rideout W, de Paula, ER, de Jesus, R. 2020. Understanding inter-hemispheric traveling ionospheric disturbances and their mechanisms. Remote Sens. 12(2):228. 10.3390/rs12020228Search in Google Scholar

Kikuchi T, Araki T. 1979. Horizontal transmission of the polar electric field to the equator. J Atmospheric Terrestrial Phys. 41(9):927–936. 10.1016/0021-9169(79)90094-1Search in Google Scholar

Lanzerotti LJ. 2001. Space weather effects on technologies. Geophys Monograph Series. 125:11–22. 10.1029/GM125p0011Search in Google Scholar

Lu G, Goncharenko L, Richmond A, Roble R, Aponte N. 2008. A dayside ionospheric positive storm phase driven by neutral winds. J Geophys Res Space Phys. 113(A8):A08304. 10.1029/2007JA012895Search in Google Scholar

MacDougall J, Abdu M, Batista I, Buriti R, Medeiros A, Jayachandran P, Borba G. 2011. Spaced transmitter measurements of medium scale traveling ionospheric disturbances near the equator. Geophys Res Lett. 38(16):L16806. 10.1029/2011GL048598Search in Google Scholar

Moral AC, Shiokawa K, Suzuki S, Liu H, Otsuka Y, Yatini CY. 2019. Observations of low-latitude traveling ionospheric disturbances by a 630.0-nm airglow imager and the champ satellite over Indonesia. J Geophys Res Space Phys. 124(3):2198–2212. 10.1029/2018JA025634Search in Google Scholar

Nava B, Rodríguez-Zuluaga J, Alazo-Cuartas K, Kashcheyev A, Migoya-Orué Y, Radicella S, Amory-Mazaudier C, Fleury R. 2016. Middle-and low-latitude ionosphere response to 2015 St. Patrick’s day geomagnetic storm. J Geophys Res Space Phys. 121(4):3421–3438. 10.1002/2015JA022299Search in Google Scholar

Pulkkinen T. 2007. Space weather: Terrestrial perspective. Living Rev Solar Phys. 4(1):1. 10.12942/lrsp-2007-1Search in Google Scholar

Reddybattula KD, Panda SK. 2019. Performance analysis of quiet and disturbed time ionospheric tec responses from gps-based observations, igs-gim, iri-2016 and spim/iri-plas 2017 models over the low latitude indian region. Adv Space Res. 64(10):2026–2045. 10.1016/j.asr.2019.03.034Search in Google Scholar

Rishbeth H, Müller-Wodarg I, Zou L, Fuller-Rowell T, Millward G, Moffett R, Idenden D, Aylward A. 2000. Annual and semiannual variations in the ionospheric f2-layer: II. physical discussion. In: Annales Geophysicae, vol. 18, Heidelberg, Germany: Springer. pp. 945–956. 10.1007/s00585-000-0945-6Search in Google Scholar

Saito S, Yamamoto M, Hashiguchi H, Maegawa A, Saito A. 2007. Observational evidence of coupling between quasi-periodic echoes and medium scale traveling ionospheric disturbances. In: Annales Geophysicae, vol. 25, Göttingen, Germany: Copernicus Publications. pp. 2185–2194. 10.5194/angeo-25-2185-2007Search in Google Scholar

Schunk R, Nagy A. 2009. Ionospheres: Physics, plasma physics, and chemistry. Cambridge: Cambridge University Press. 10.1017/CBO9780511635342Search in Google Scholar

Sharma SK, Ansari K, Panda SK. 2018. Analysis of ionospheric TEC variation over Manama, Bahrain, and comparison with IRI-2012 and IRI-2016 models. Arab J Sci Eng. 43(7):3823–3830. 10.1007/s13369-018-3128-zSearch in Google Scholar

Sharma SK, Singh AK, Panda SK, Ahmed SS. 2020a. The effect of geomagnetic storms on the total electron content over the low latitude Saudi Arab region: a focus on St. Patrick’s day storm. Astrophys Space Sci. 365(2):35. 10.1007/s10509-020-3747-1Search in Google Scholar

Sharma SK, Singh AK, Panda SK, Ahmed SS. 2020b. GPS derived ionospheric TEC variability with different solar indices over Saudi Arab region. Acta Astronautica. 174:320–333. 10.1016/j.actaastro.2020.05.024Search in Google Scholar

Takahashi H, Costa S, Otsuka Y, Shiokawa K, Monico J, Paula E, Nogueira P, Denardini CM, Becker-Guedes F, Wrasse CM, et al. 2014. Diagnostics of equatorial and low latitude ionosphere by TEC mapping over Brazil. Adv Space Res. 54(3):385–394. 10.1016/j.asr.2014.01.032Search in Google Scholar

Tariku YA. 2019. Mid latitude ionospheric TEC modeling and the IRI model validation during the recent high solar activity (2013–2015). Adv Space Res. 63(12):4025–4038. 10.1016/j.asr.2019.03.010Search in Google Scholar

Tassev Y, Velinov PI, Tomova D. 2019. Forecast of solar activity geoeffectiveness in may 2019. does the solar cycle 25 begin? Comptes rendus de l’Académie bulgare des Sciences. 72(9):1234–1243.10.7546/CRABS.2019.09.11Search in Google Scholar

Tsugawa T, Saito A, Otsuka Y. 2004. A statistical study of large-scale traveling ionospheric disturbances using the GPS network in Japan. J Geophys Res Space Phys. 109(A6):A06302. 10.1029/2003JA010302Search in Google Scholar

Valladares C, Villalobos J, Hei M, Sheehan R, Basu S, MacKenzie E, Doherty P, Rios V. 2009. Simultaneous observation of traveling ionospheric disturbances in the northern and southern hemispheres. In: Annales Geophysicae, vol. 27, Copernicus GmbH, Heidelberg, Germany: Springer. pp. 1501–1508. 10.5194/angeo-27-1501-2009Search in Google Scholar

Wang W, Lei J, Burns AG, Solomon SC, Wiltberger M, Xu J, Zhang Y, Paxton L, Coster A. 2010. Ionospheric response to the initial phase of geomagnetic storms: Common features. J Geophys Res Space Phys, 115(A7):A07321. 10.1029/2009JA014461Search in Google Scholar

Wang W, Talaat ER, Burns AG, Emery B, Hsieh S-Y, Lei J, Xu J. 2012. Thermosphere and ionosphere response to subauroral polarization streams (SAPS): Model simulations. J Geophys Res Space Phys. 117(A7):A07301. 10.1029/2012JA017656Search in Google Scholar

Received: 2024-06-05
Revised: 2024-09-29
Accepted: 2024-10-20
Published Online: 2025-01-30

© 2025 the author(s), published by De Gruyter

This work is licensed under the Creative Commons Attribution 4.0 International License.

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