Concepedia

TLDR

The study develops quantitative models to represent the global average magnetic field generated by region 1 and 2 Birkeland current systems. The authors construct a tilt‑dependent Birkeland current sheet model using Euler potentials, compute its field at many points, fit an analytical approximation, and add a shielding field to confine it within the magnetopause. The model reproduces observed ionospheric oval currents, shows nightside region 1 currents diverting to tail flanks, connects dawn‑dusk and dayside currents to the magnetopause, and predicts a near‑equatorial azimuthal closure of region 2 currents, enabling flexible inference from spacecraft data.

Abstract

Quantitative models are developed for representing the global distribution of the average magnetic field produced by the region 1 and 2 Birkeland current systems. The problem is solved in four following steps: (1) constructing a realistic tilt‐dependent model of the Birkeland current sheets, based on the formalism of Euler potentials, (2) numerically computing their field at a large number of points within the modeling region, (3) finding a best‐fit analytical approximation for that field, and (4) adding a current‐free shielding field which confines the Birkeland field within the model magnetopause. At low altitudes, the model field‐aligned currents reach the ionosphere along eccentric ovals, which fit the observed region 1 and 2 zones of Iijima and Potemra, and they continue there as horizontal currents. At larger distances, the nightside region 1 currents map to the plasma sheet boundary layer and are then diverted toward the tail flanks, while currents in the dawn‐dusk and dayside sectors connect directly to the higher‐latitude magnetopause. The region 2 current closes azimuthally near the equator, forming a spread‐out partial ring current system. The described approach allows a great flexibility in the geometry of the Birkeland currents, making it feasible to infer their properties from spacecraft data.

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