view Abstract Citations References Co-Reads Similar Papers Volume Content Graphics Metrics Export Citation NASA/ADS A geometrical aid in the determination of the disk positions of solar limb phenomena. Dodson, Helen W. ; Hedeman, E. Ruth Abstract An understanding of the significance of prominence activity may perhaps be acquired more readily if limb phenomena can be correlated more closely with associated features on the solar disk. The disk position corresponding to a limb feature is usually quite uncertain since prominences of great heights can be obseryed very far from the solar limb. The methods suggested in this paper have proved successful in determining the heliographic coordinates of certain prominence features recorded in the motion pictures taken at the McMath-Hulbert Observatory. Apparent height and heliographic latitude of stable solar prominences change with time because of solar rotation. If the poles of the axis of rotation are assumed to be on the limb, a prominence of height, h/R, of true heliographic latitude, B, and meridian distance, 6, will appear of height, H/i?, where H h R ~ ~~r1 - cos2Ocos2B - I, R being the solar radius. The difference between true and apparent height A/i? is given by AD (i +h)(1 - V1 - cos2Ocos2B). Furthermore tan B = sin 0 tan P where p is the observed heliographic latitude. For prominences within 300 of the limb, B differs from p by less than ~0, and in practical cases heliographic latitude can be considered as determined to this degree of accuracy by using the observed latitude p. The great uncertainty of disk position corresponding to limb observation lies in meridian distance and hence in heliographic longitude. For example, a prominence observed to be .o~i? in height, at latitude 400, may be located anywhere within a range of 600 of heliographic longitude depending on whether its true height is .o5i? or as much as .15i?. The rate of change of H/i? with 6, and hence with time, is different for different values of h/i?, 6, and B, and this variation can be used to determine the true height and heliographic longitude of stable features of prominences provided the observations cover an adequate time interval. In practice it is possible to use the set of curves of A/i? versus 6 for h/i? = .10 for all prominences for which h/i? ~ .15, provided 6 > 600 and an error in height of not more than 2000 km is permitted. In particular, this method has been applied successfully to prominences photographed on August 22-24, 1946, September 18-21, 1946, and July 1-3, 1947, with the tower telescope of the McMath-Hulbert Observatory. In each case it has been possible to identify the several features of a semi-active prominence with corresponding portions of a filament and to study the relationship of active and stable portions of the prominence to spots and faculous regions on the disk. McMath-Hulbert Observatory, University of Michigan, Lake Angelus, Pontiac, Mich. Publication: The Astronomical Journal Pub Date: February 1948 DOI: 10.1086/106067 Bibcode: 1948AJ.....53..111D full text sources ADS |
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