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Advances in the 1940s-early 1960s: more quantitative work

In the 1940s-1960s several coronagraphs were built and operated ( Pic-du-Midi France [Lyot 1930], Arosa Switzerland [Waldmeier 1938], Climax Colorado [Roberts 1940], Sacramento Peak New Mexico [Evans 1953], Haleakala Hawaii [Rush 1959], for example). A nice history of the early period is given by Bogdan. These instruments were used to study continuum and line coronal emission. In hindsight, Fe XIV data examined by Waldmeier ("Die Sonnenkorona", 1951) anticipated the much later discovery of coronal holes from EUV disk observations ( Withbroe et al. 1971). Aspects of the behavior of the corona as it varies with the solar cycle were quantified already from eclipse and coronagraph data by 1953 (van de Hulst, 1953, "The chromosphere and the corona", in "The Sun", ed. G. P. Kuiper). The solar cyclic behavior of the magnetic dipole lines in the corona was well documented in Billings' 1966 book "A Guide to the Solar Corona".

 

Over these two decades or so, several important conceptual and theoretical strides were also taken:

  1. Biermann (1947), Woolley & Allen (1948) and Miyamoto (1949) realized that the statistical balance between the radiating ions of different charges is dominated by two-body collisions, namely ionization and (radiative) recombination by electron impact. In this case, the electron density drops out of the ionization equilibrium, which becomes just a function of electron temperature. This contrasts with the local thermodynamic equilibrium approximation, in which detailed balance between opposite processes must occur, for example between three-body recombination and collisional ionization by electron impact. LTE leads to the Saha formula in which the electron density occurs explicitly in the ionization balance.
  2. By measuring the elemental abundances spectroscopically in the corona, the work by Woolley & Allen also marked an important change in the understanding of the corona. Previously, it had been accepted that abundances are subject to large gravitational settling effects, because of the dominance of metal lines seen in the chromspheric flash spectrum at eclipse, and the dominance of H and He lines in the higher part. However, with eclipse and coronagraphic data, it was clear from their statistical equilibrium calculations and estimates of line intensities, that the corona was "well mixed". Heavy elements were abundant in the corona, perhaps as abundant as in the lower atmosphere which was indeed mixed by convection.
  3. From Edlen's (1943) work until 1964, many attempts were made to determine the temperature of the ions and electrons in the corona, with increasing levels of sophistication. The electron temperature enters the emission line spectrum primarily by their effects on ionization and recombination rate coefficients. The ion temperatures are seen (as upper limits) in the widths of the emission lines (e.g., Evans 1963). Following a period of concern, in which the line widths gave ion temperatures consistently lower than electron temperatures, the two methods were reconciled finally by recognition of the importance of "doubly excited states" accessible at coronal thermal energies, which can auto-ionize or recombine in the electron-ion impact dynamics. The influence of "dielectronic recombination" was thus recognized as the missing ingredient by Burgess, following an earlier suggestion by Unsold. ( Burgess 1964, Burgess & Seaton 1964).
  4. Although the new ionization equilibrium calculations including this process brought electron temperatures into better agreement with ion temperatures from line widths, at the same time, radio data were revealing electron temperatures lower by a factor of two or so (e.g., Kundu 1965). The radio data remain discrepant today ( Noci 2003). This is perhaps not surprising, given the very different dependences of coronal line and radio continuum emission on electron temperature and the obvious inhomogeneity of the corona.