Large-scale solar velocity fields

✍ Scribed by Thomas L. Duvall

• Book ID: 104646669
• Publisher: Springer
• Year: 1979
• Tongue: English
• Weight: 599 KB
• Volume: 63
• Category: Article
• ISSN: 0038-0938
• DOI: 10.1007/bf00155690

✦ Synopsis

Daily observations of Doppler line shifts made with very low spatial resolution (3') with the Stanford magnetograph have been used to study the equatorial rotation rate, limb effect on the disk, and the mean meridonial circulation. The equatorial rotation rate was found to be approximately constant over the interval May 1976-January 1977 and to have the value 2.82 o.rad s -I (1.96 km s-l). This average compares favorably with the results of Howard (1977) of 2.83 fxrad s -1 for the same time period. The RMS deviation of the daily measurements about the mean value was 1% of the rate (20 m s-l), much smaller than the fluctuations reported by of several per cent. These 1% fluctuations are uncorrelated from day-to-day and may be due to instrumental problems. The limb effect on the disk was studied in equatorial scans (after suppressing solar rotation). A redshift at the center of the disk relative to a position 0.60R| from the center of 30 m s -a was found for the line Fe I A5250 ~. Central meridian scans were used (after correcting for the limb effect defined in the equatorial scans) to search for the component of mean meridonial circulation symmetric across the equator. A signal is found consistent with a polewards flow of 20 m s -1 approximately constant over the latitude range 10-50 ~ Models of the solar differential rotation driven by an axisymmetric meridonial circulation and an anisotropic eddy viscosity K/Shler, 1970) predict an equatorwards flow at the surface. However, giant cell convection models predict a mean polewards flow (at the surface). The poleward-directed meridonial flow is created as a by-product of the giant cell convection and tends to limit the differential rotation. The observation of a poleward-directed meridonial circulation lends strong support to the giant cell models over the anisotropic eddy viscosity models.