SPATIAL STRUCTURE OF SOLAR CORONAL MAGNETIC LOOPS REVEALED BY TRANSIENT MICROWAVE BRIGHTENINGS

Citation
J. Zhang et al., SPATIAL STRUCTURE OF SOLAR CORONAL MAGNETIC LOOPS REVEALED BY TRANSIENT MICROWAVE BRIGHTENINGS, Solar physics, 180(1-2), 1998, pp. 285-298
Citations number
14
Categorie Soggetti
Astronomy & Astrophysics
Journal title
ISSN journal
00380938
Volume
180
Issue
1-2
Year of publication
1998
Pages
285 - 298
Database
ISI
SICI code
0038-0938(1998)180:1-2<285:SSOSCM>2.0.ZU;2-2
Abstract
We present the measurement of magnetic field gradient in magnetic loop s in the solar corona, based on the multi-wavelength Very Large Array observations of two transient microwave brightenings (TMBs) in the sol ar active region 7135. The events were observed at 2 cm (spatial resol ution similar to 2 '') and 3.6 cm (spatial resolution similar to 3 '') with a temporal resolution of 3.3 a in a time-sharing mode. Soft X-ra y data (spatial resolution similar to 2.5 '') were available from the Soft X-ray Telescope on board the Yohkoh satellite. The three-dimensio nal structure of simple magnetic loops, where the transient brightenin gs occurred, were traced out by these observations. The 2-cm and 3.6-c m sources were very compact, located near the footpoint of the magneti c loops seen in the X-ray images. For the two events reported in this paper, the projected angular separation between the centroids of 2 and 3.6-cm sources is about 2.3 '' and 3.1 '', respectively. We interpret that the 2 and 3.6-cm sources come from thermal gyro-resonance emissi on. The 2-cm emission is at the 3rd harmonic originating from the gyro -resonance layer where the magnetic field is 1800 G. The 3.6-cm emissi on is at the 2nd harmonic, originating from the gyro-resonance layer w ith a magnetic field of 1500 G. The estimated magnetic field gradient near the footpoint of the magnetic loop is about 0.09 G km(-1) and 0.1 2 G km(-1) for the two events. These values are smaller than those obs erved in the photosphere and chromosphere by at least a factor of 2.