Abstract

AbstractLatitudinally spaced ground‐based magnetometers can be used to estimate the eigenfrequencies of magnetic field lines using the cross‐phase technique. These eigenfrequencies can be used with a magnetic field model and an assumed plasma mass density distribution to determine the plasma mass density in the magnetosphere. Automating this process can be difficult, and so far, it has not been possible to distinguish between the different harmonics. Misidentification of the harmonic mode will lead to incorrect estimations of the plasma mass density. We have developed an algorithm capable of identifying multiple harmonics in cross‐phase spectrograms, using International Monitor for Auroral Geomagnetic Effects magnetometers. Knowledge of multiple harmonics allows the distribution of plasma mass density to be estimated instead of assumed. A statistical study was performed that showed clear common bands of eigenfrequencies, interpreted as different harmonics. These eigenfrequencies were lowest in the early afternoon and at higher latitudes. There was also a greater occurrence of measurements in the dayside. We then modeled the plasma mass density distribution with a power law characterized by the exponent p and compared the model eigenfrequencies to the data. This suggested that the even modes did not form during the interval of this study. Examination of the harmonic spacing and the high occurrence of the third harmonic supported this suggestion. We attribute the absence of the even modes to the driving mechanisms. Finally, we show that an equatorial bulge in plasma mass density was not present in our study.

Highlights

  • Magnetic field lines can host standing Alfvén waves if both ends of the field line are bounded by a conducting ionosphere

  • These eigenfrequencies can be used with a magnetic field model and an assumed plasma mass density distribution to determine the plasma mass density in the magnetosphere

  • Automating this process can be difficult, and so far, it has not been possible to distinguish between the different harmonics

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Summary

Introduction

Magnetic field lines can host standing Alfvén waves if both ends of the field line are bounded by a conducting ionosphere. Sandhu et al (2016a, 2016b) showed that the plasma distribution was not symmetrical in magnetic local time (MLT), with the bulge being greater in the dusk sector These studies suggest the simple power law model is insufficient to describe the plasma mass density distribution of the magnetosphere. The European quasi-Meridional Magnetometer Array website (http://geofizika.canet.hu/plasmon/) states that an automated algorithm, called Field Line Resonance Identification, is under development but implies it is not complete This algorithm was used by Jorgensen et al (2017) for comparing ground-based measurements of plasmaspheric mass densities to the Dynamic Global Core Plasma Model, but again, no details of the algorithm were given. We consider the impact of adding a bulge in equatorial plasma density on the structure of the whole plasma mass density distribution

Methods
Statistical Survey of September 2010
Calculating Model Eigenfrequencies
Discussion
Conclusions
Full Text
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