Abstract

We present some recent progress in interpreting the results from the two powerful methods that analyze the magnetic pulsations observed by ground magnetometer arrays. The first method involves an inversion technique that requires the observations from a chain of magnetometer stations located on the same latitude. This method can estimate several factors that affect the pulsation amplitude on the ground, namely the magnitude of the wave ”event”, the local time distribution, and the ground conductivity effect. By analyzing several months of pulsation data, we present an alternative approach to estimate the statistical values of the ground conductivities. We confirm the conductivity structure obtained by one day of data presented by Chi et al. (1996). We also demonstrated the local time dependence of wave amplitude for different frequency bands using this method. The second technique is the ”the gradient method” that calculates the difference in phase or amplitude of the signals measured at two closely separated stations on the same meridian. This technique has been successful in ”observing” the eigenfrequencies of magnetospheric field lines. Although most studies to date analyze the phase difference in the H -component, we find that the phase difference was in fact largest in the Z-component. In order to interpret such difference quantitatively, we apply the conventional field line resonance theory to the condition in which the ground signals are induced by the Hall currents in the ionosphere. We also demonstrated that the same formulation can be used to understand the characteristics of field line resonance from the observations of phase differences.

Highlights

  • Ground magnetometers have provided important knowledge of magnetic pulsations in the magnetosphere for over one hundred years

  • ULF waves, with wave periods ranging roughly from 1 sec to 10 min) in the magnetosphere for over one hundred years. These ground stations in some aspects are more desirable than satellites in observing magnetic pulsations

  • Namely the inversion method and the gradient method, are the subject of this paper. The uniqueness of these two techniques is that the analysis re­ quires the input from the data of multiple stations at one time, whereas the traditional way to study multi-station observations repeats the same analysis for each station. Improving these new techniques and applying them to observations are potentially important in providing new insights of the physics of magnetic pulsations

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Summary

INTRODUCTION

Ground magnetometers have provided important knowledge of magnetic pulsations While several research groups are expanding their magnetometer arrays as well as incor­ porating modern technologies in the instruments, new and exciting ways to make use of the wealth of information provided by these ground observations have been perceived in recent years Two of these techniques, namely the inversion method and the gradient method, are the subject of this paper. The input data are the wave amplitude values ob­ served by stations located at the same L-value but at different local times This technique is valuable in evaluating the ground conductivity effect that is usually an unknown factor in the analysis of ground pulsations.

THE INVERSION METHOD FOR ANALYZING EQUILATITUDE PULSATIONS
THE GRADIENT METHOD FOR ANALYZING EQUILONGITUDE PULSATIONS
LOOKING AHEAD
The Inversion Method
The Gradient Method
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