An Empirical Orthogonal Function Reanalysis of the Northern Polar External and Induced Magnetic Field During Solar Cycle 23
R. M. Shore, M. P. Freeman, and J.W. Gjerloev

TL;DR
This study uses empirical orthogonal functions and graph theory to analyze ground-based magnetic data, revealing patterns and variability of the northern polar external and induced magnetic field over solar cycle 23.
Contribution
It introduces a novel combination of EOF and graph theory to objectively analyze and interpret the spatiotemporal variability of the SEIMF during a solar cycle.
Findings
Identified dominant spatiotemporal patterns of SEIMF variability.
Revealed seasonal and solar cycle influences on magnetic field patterns.
Demonstrated the method's applicability to space weather research.
Abstract
We apply the method of data-interpolating empirical orthogonal functions (EOFs) to ground-based magnetic vector data from the SuperMAG archive to produce a series of month length reanalyses of the surface external and induced magnetic field (SEIMF) in 110,000 km equal-area bins over the entire northern polar region at 5 min cadence over solar cycle 23, from 1997.0 to 2009.0. Each EOF reanalysis also decomposes the measured SEIMF variation into a hierarchy of spatiotemporal patterns which are ordered by their contribution to the monthly magnetic field variance. We find that the leading EOF patterns can each be (subjectively) interpreted as well-known SEIMF systems or their equivalent current systems. The relationship of the equivalent currents to the true current flow is not investigated. We track the leading SEIMF or equivalent current systems of similar type by intermonthly…
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