A study of the metallic lines in bright quiescent prominences indicates that the optical thickness in the K line of Ca II may reach values as high as 103. This is about 10 times larger than the optical thickness in the Hc~ line and may explain some peculiarities of the H and K lines in solar promine
Some calculations bearing on the heating and cooling of quiescent prominences
β Scribed by I. Lerche
- Publisher
- Springer
- Year
- 1979
- Tongue
- English
- Weight
- 590 KB
- Volume
- 63
- Category
- Article
- ISSN
- 0038-0938
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β¦ Synopsis
We discuss the evolution of pulses of heat both along and perpendicular to magnetic fields threading quiescent prominences. We show that while heating of prominence material can take place on a time scale of the order 10 3 S (of the same order as the observed 'winking' of Ha light from prominences and also of the same order as the dynamical Alfv6n time scale across a prominence sheet) individual flux tubes are effectively thermally insulated from neighboring tubes, since the transverse (to the ambient supporting magnetic field) heat conduction time scale is of order 104 yr. The exact solution to the o~3e-dimensional parallel heat conduction problem is shown to differ significantly from the approximate solution reported by loshpa (1965). We also suggest that uneven heating of a quiescent prominence by the surrounding solar corona may be a contributory mechanism for surges and/or the observed 'winking' phenomenon -both of which are recorded in many quiescent prominences. The signature of such a temperature pulse would be a sharp (~103 s) brightening of continuum radiation with a correlated decrease in the free-bound emission, followed by a slow (~10 4 S) recovery of both to their pre-heat pulse levels.
π SIMILAR VOLUMES
Diffuse penetration of ionizing radiation into prominences with filamentary structure is considered. The equations of radiative transfer, ionization balance and steady state of the triplet system of the helium atom (with 27 levels and continuum) are solved for a chosen model of prominence. The calcu