Vector Magnetic Fields and Electric Currents from the Imaging Vector Magnetograph
Jing Li, A. A. van Ballegooijen, Don Mickey

TL;DR
This paper presents a detailed methodology for producing high-quality vector magnetograms using the Imaging Vector Magnetograph, and applies it to analyze electric currents in active solar regions, achieving precise measurements and insights into magnetic field structures.
Contribution
The paper introduces a comprehensive procedure for high-resolution vector magnetogram production and a novel calculation method for vertical electric current density without disambiguation.
Findings
Uncertainties in magnetic field measurements are minimized to 10 G for longitudinal and 40 G for transverse fields.
Vertical current density increases with magnetic field strength, more so in complex active regions.
The method achieves an uncertainty of about 7.0 mA/m^2 in current density calculations.
Abstract
First, we describe a general procedure to produce high quality vector magnetograms using the Imaging Vector Magnetograph (IVM) at Mees Solar Observatory. At the spatial resolution 2"x2", the Stokes Q,U,V uncertainty reaches 0.001-0.0005 in time-averaged data over 1-hour in the quiet Sun. When vector magnetic fields are inferred from the time-averaged Stokes spectral images of FeI 6302.5A, the resulting uncertainties are on the order of 10 G for the longitudinal fields, 40 G for the transverse field strength and 9 degree for the magnetic azimuth. The magnetic field inversion used in this work is the "Triplet" code, which was developed and implemented in the IVM software package by the late Barry J. LaBonte. The inversion code is described in detail in the Appendix. Second, we solve for the absolute value of the vertical electric current density, |Jz|, accounting for the above IVM…
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