The STEL induction magnetometer network for observation of high-frequency geomagnetic pulsations
© The Society of Geomagnetism and Earth, Planetary and Space Sciences (SGEPSS); The Seismological Society of Japan; The Volcanological Society of Japan; The Geodetic Society of Japan; The Japanese Society for Planetary Sciences; TERRAPUB. 2010
Received: 12 February 2010
Accepted: 17 May 2010
Published: 6 August 2010
The Solar-Terrestrial Environment Laboratory (STEL) induction magnetometer network has been developed to investigate the propagation characteristics of high-frequency geomagnetic pulsations in the Pc1 frequency range (0.2–5 Hz). Five induction magnetometers were installed in the period 2005–2008 at Athabasca in Canada, Magadan and Paratunka in Far East Russia, and Moshiri and Sata in Japan. The sensitivity of these magnetometers is between 0.3 and 13 V/nT at turnover frequencies of 1.7–5.5 Hz. GPS time pulses are used for accurate triggering of the 64-Hz data sampling. We show examples of PiB/Pc1 magnetic pulsations observed at these five stations, as well as the harmonic structure of ionospheric Alfvén resonators observed at Moshiri. We found that the Pc1 packets are slightly modulated as they propagate from high to low latitudes in the ionospheric duct. These network observations are expected to contribute to our understanding of Pc1-range magnetic pulsations and their interaction with relativistic electrons by combining the obtained results with future satellite missions that observe radiation belt particles.
Ground magnetometer networks are a powerful tool for investigating the global characteristics of Earth’s magnetosphere and ionosphere. Compared to other ground-based instruments, magnetometers are rather simple, and their well-established methods allow conducting multipoint routine measurements at remote field sites. Recently, several networks using fluxgate magnetometers with a sampling rate of the order of 1 s have been developed. They cover the Japanese longitudinal sector and global equatorial latitudes (210MM: Yumoto and the 210MM Magnetic Observation Group, 1996, CPMN: Yumoto and the CPMN Group, 2001, and MAGDAS: Yumoto and the MAGDAS Group, 2006), over Canada and North America (THEMIS: Russell et al., 2008; CARISMA: Mann et al., 2008; MACCS: Engebretson et al., 1995; and McMAC: http://spc.igpp.ucla.edu/mcmac/), South America (SAMBA: http://samba.atmos.ucla.edu/), and Europe (IMAGE: Luhr, 1994; SAMNET: Yeoman et al., 1990; and SEGMA: Vellante et al., 2002). However, networks of induction magnetometers with higher sampling rates have not been well developed, with the exception of networks in Finland and Greece (e.g., Bösinger et al., 2002; Yahnin et al., 2009), Svalbard (Engebretson et al., 2009), Canada (e.g., Hayashi et al., 1988; Lessard et al., 2006; Mann et al., 2008), and Antarctica (e.g., Engebretson et al., 2002). As described in this paper, we are developing a network mainly in the Japanese longitudinal sector.
Induction magnetometers can measure Pc1 pulsations of the geomagnetic field with a frequency range of 0.2–5 Hz. Pulsations in this frequency range usually remain undetected by fluxgate magnetometers due to their lower sampling rates and higher noise levels. Although research targeting these higher-frequency pulsations by using induction magnetometers has been conducted since the 1960s, the focus has recently been shifted for the following reasons: 1) pulsations can be an accurate indicator of substorm onset timing as PiB/Pi1 bursts (e.g., Lessard et al., 2006; Posch et al., 2007; Milling et al., 2008), 2) Pc1 pulsations, which represent electromagnetic ion cyclotron (EMIC) waves in the inner magnetosphere, can be a loss mechanism of relativistic electrons in the outer radiation belt involving pitch-angle scattering of such electrons into the loss cone (e.g., Thorne and Kennel, 1971; Sandanger et al., 2007; Miyoshi et al., 2008), and 3) ionospheric Alfvén resonators (IARs) in the Pc1 frequency range, which occur due to a local minimum of the Alfvén velocity in the F -region ionosphere, can be utilized as a monitor of the density structure of the topside ionosphere and in the auroral acceleration region, on the basis of ground observations (e.g., Bösinger et al., 2002; Pilipenko et al., 2002; Hebden et al., 2005). Advances in the size of computer hard disks in the last 15 years have made it possible to record digital data at higher sampling rates. Furthermore, GPS satellite signals enable accurate sampling and absolute timing of magnetometer data even at remote field stations.
In this paper, we describe the instrumentation and calibration of a newly developed induction magnetometer chain installed at Athabasca (ATH), Canada, Magadan (MGD) and Paratunka (PTK) in Far East Russia, and Moshiri (MSR) and Sata (STA) in Japan. We also present examples of PiB and Pc1 pulsations as well as IAR signatures observed at these stations in order to demonstrate the data quality and the capabilities of these magnetometers.
All the data recording systems were made by STEL. They have GPS receivers that generate 64-Hz standard time pulses from the original 1 PPS (1 pulse per second) GPS signal in order to trigger 64-Hz sampling of the three-component magnetometer data. At ATH, the 64-Hz sampling was initially triggered by the internal clock of a personal computer up to March 14, 2008, after which it was triggered by a GPS signal. The error of the GPS time pulse from the absolute clock is less than ±1 µs. The 1 PPS signal from the GPS receiver is also recorded in the data as the standard time signal for all stations. The GPS receiver is also used to correct the clock of the personal computer every 10 minutes. The clock information generated by the personal computer is written into a data file every 4 s.
The power supply of all these systems is ensured by a UPS battery. A two-coil transformer is used to avoid damage to the instruments due to surge currents from the power line, which are most often induced by lightning. At ATH, MGD, and PTK, we also need the transformers to adjust the voltage of the power line, since the system is designed in Japan with a 100 V AC power. All the data are recorded onto the hard disk of the personal computer. The data files at ATH, PTK, MSR, and STA are routinely transferred to STEL through the internet, and an additional backup is stored on DVD disks. The data from MGD are transferred to STEL by mailing the DVD disks.
3. Calibration of the Magnetometers
The frequency dependence of the sensitivity of the induction magnetometer system and its phase delay were calibrated by superimposing sinusoidal magnetic field fluctuations by using the calibration coil shown in the top left panel of Fig. 2. The calibration coil (100 turns/m) has a length of 2 m and a diameter of 0.4 m. The magnetic field intensity at the center of the coil for a given electric current was calculated considering the finite length of the coil. The magnetometer sensor, which has a length of ∼1m, is inserted into the center of the calibration coil.
At low frequencies, the sensitivity increases as the frequency is increased, as a natural response of the induction coil. After reaching a peak at 1.7–5.5 Hz, the sensitivity decreases as the frequency is increased due to the frequency dependence of the pre-amplifier and the main amplifier. In this regard, the sensitivity at MSR is an order higher than that of the other stations, and the shape of its curve is slightly different. This is caused by the fact that the amplifier at MSR is different from that at the other stations. The sensitivities have peaks at 0.3–13.2 V/nT at 1.7–5.5 Hz. Table 1 summarizes the peak sensitivities and their frequencies (turnover frequencies) for all five stations.
Station Locations, peak sensitivity, and polarity of the induction magnetometers. Dipole geomagnetic latitudes are calculated using the IGRF-11 model at epoch 2010.
0.455 V/nT at 5.5 Hz
0.450 V/nT at 1.7 Hz
0.450 V/nT at 1.8 Hz
13.2 V/nT at 2.6 Hz
0.314 V/nT at 2.5 Hz
4. Observations and Discussion
An intense PiB burst was observed at 0920–1300 UT at ATH at a frequency range below 1 Hz, indicating sub-storm activity. In fact, the provisional AE index provided by WDC-C2 for geomagnetism at Kyoto University indicates that substorms took place at 0910 UT and 1215 UT with peak AE indices of ∼600 nT and ∼900 nT, respectively. At 1000–1030 UT, a clear enhancement of the power spectral density (PSD) was observed at MGD, PTK, and MSR at a frequency range of 0.1–2 Hz. Since the peak frequency tends to increase with time, it is likely that this Pc1 pulsation event corresponds to the intervals of pulsations of diminishing periods (IPDP) associated with the EMIC waves generated by ring current ions in the magnetospheric equatorial plane, which are in turn associated with the sub-storm at 0910 UT (e.g., Kangas et al., 1998 and references therein). The corresponding enhancement of the PSD can also be recognized at STA in the same interval at 1000–1030 UT, albeit with weaker intensity, even though the data at STA are affected by strong broadband noise at 1–10 Hz. The spectra at PTK are also affected by spiky noise, probably from nearby facilities in the observatory.
In Fig. 6, the PSD shows continuous enhancement at frequencies centered at ∼8 Hz throughout the plotted interval at ATH and MSR, since the sensitivity at 8 Hz is high for the magnetometers at MSR and ATH, as shown in Fig. 3. This ∼8 Hz oscillation is known as the Schumann resonance, which is caused by a global-scale resonance of ELF waves in the waveguide between Earth’s ionosphere and the ground.
Although PiB waves are predominantly observed at ATH for this event, Pc1 bands with frequencies of 0.3–1 Hz are also observed at ATH (L = 4.4) fairly often since the site is located near the footprint of the ordinary plasmapause, where EMIC waves tend to occur. Sakaguchi et al. (2007, 2008) have shown that there exists a one-to-one correspondence between these Pc1 waves and isolated proton auroras observed simultaneously by an all-sky imager at ATH. In addition, Miyoshi et al. (2008) have shown that precipitation of relativistic electrons observed by the NOAA satellite was associated with a Pc1 wave and an isolated proton aurora observed at ATH.
The Pc1 waves observed at MGD, PTK, and MSR constitute packet-like structures with repetition periods of 10–20 s, which are known as pearl structures (e.g., Troitskaya and Guglielmi, 1967; Mursula et al., 2001). Although these Pc1 packets appear nearly simultaneously at MGD, PTK, and MSR, a closer inspection of the data reveals timing differences between these packet structures with a delay of about half a cycle between MGD-PTK and PTK-MSR. This timing delay indicates the propagation of the Pc1 waves from a high-latitude source region to lower latitudes through an ionospheric duct. By conducting cross-correlation analysis, the delays between MGD-PTK and PTK-MSR were estimated to be ∼0.3 s and ∼0.7 s, respectively. The angle of the major axis of this Pc1 is ∼30°, ∼10°, and ∼−10° from the magnetic North (eastward positive) pole at 1030 UT at MGD, PTK, and MSR, respectively. Assuming a plane wave propagating in the magnetic North-South direction, the timing differences between MGD-PTK and PTK-MSR give a phase velocity of 2300 km/s (= 6.2° in magnetic latitude/0.3 s) and 1600 km/s (= 10.1°/0.7 s), respectively. These values are consistent with the typical Pc1 phase velocity of 500–2500 km/s, as estimated by Fraser (1975). The smaller density of the F -region during the solar minimum can increase the ducting Alfvén velocity. A decrease in velocity at lower latitudes is also expected for higher densities of the F-region at lower latitudes.
In Fig. 7, we also noticed that the Pc1 packets are slightly modulated as they propagate from MGD to MSR through PTK (e.g., 1028:25 UT and 1029:40 UT). In other words, the packet shapes are somewhat dissimilar at these three stations. This fact may indicate modulation of the Pc1 pearl structure during the propagation of the ionospheric duct, or generation of the Pc1 pearl structure itself due to mixture of different waves during the propagation.
We installed five induction magnetometers with turnover frequencies of 1.7–5.5 Hz and sensitivities of 0.3–13 V/nT in Canada, Far East Russia, and Japan at L = 4.4−1.2 in 2005–2008. The timing accuracy of the 64-Hz sampling rate of the magnetometer data was guaranteed by using GPS receivers. The data from these magnetometers illustrate the possibilities for observing PiB and Pc1 pulsations as well as harmonic structures of ionospheric Alfvén resonators at these stations.
Although observational techniques based on induction magnetometers are well-established, the recent development of recording systems with computers makes it possible to obtain routine digital data at high sampling rates and with high timing accuracy at remote stations. Combining the data from these magnetometers with other new data, such as those from all-sky imagers and ionospheric and magnetospheric satellites, is expected to greatly contribute to our understanding of the generation and propagation of Pc1-range pulsations. Several satellite missions, such as Energization and Radiation in Geospace (ERG) in Japan, Radiation Belt Storm Probes (RBSP) in the United States, and Outer Radiation Belt Injection, Transport, Acceleration and Loss Satellite (ORBITALS) in Canada, are going to be launched during the next solar maximum in 2012–2014 in order to investigate the generation and loss of radiation belt particles. The ground induction magnetometer network provides important information regarding the generation and propagation of EMIC waves which can cause loss of radiation belt particles in the inner magnetosphere.
We thank M. Sera and Y. Ikegami at the Moshiri observatory of the Solar-Terrestrial Environment Laboratory, Nagoya University, all the staff of the Institute of Cosmophysical Research and Radiowave Propagation (IKIR), and I. Shelton and I. Schofield of Athabasca University, for their help and support regarding the operation of the induction magnetometers. This work was carried out under an agreement between IKIR and STEL on the international project “Ground and Satellite Measurements of Geospace Environment in the Far Eastern Russia and Japan”. This work was supported by Grants-in-Aid for Scientific Research (16403007, 18403011, 19403010, and 20244080), the 21th Century COE Program (Dynamics of the Sun-Earth-Life Interactive System, No. G-4), the Global COE Program of Nagoya University “Quest for Fundamental Principles in the Universe (QFPU)”, and the Special Funds for Education and Research (Energy Transport Processes in Geospace) from MEXT, Japan.
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