Heating of the quiet solar chromosphere. 1: Role of the inner network bright points

Details Heating of the quiet solar chromosphere. 1: Role of the inner network bright points Heating of the quiet solar chromosphere. 1: Role of the inner network bright points

May 1994

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1994soph..151..243k&link_type=abstract

Solar Physics (ISSN 0038-0938), vol. 151, no. 2, p. 243-264

Physics

18

Acoustic Excitation, Chromosphere, Solar Heating, Solar Instruments, Spectroscopic Analysis, Acoustic Coupling, Amplitude Distribution Analysis, Brightness Distribution, Fraunhofer Lines, Periodic Variations, Pressure Oscillations, Resonance Fluorescence, Solar Oscillations, Surface Layers, Telescopes

Scientific paper

We have analyzed a large number of Ca II H line profiles at the sites of the bright points in the interior of the network using a 35-min-long time sequence of spectra obtained at the Vacuum Tower Telescope (VTT) of the Sacramento Peak Observatory on a quiet region of the solar disc and studied the dynamical processes associated with these structures. Our analysis shows that the profiles can be grouped into three classes in terms of their evolutionary behavior. It is surmised that the differences in their behavior are directly linked with the inner network photospheric magnetic points to which they have been observed to bear a spatial correspondence. The light curves of these bright points give the impression that the 'main pulse', which is the upward propagating disturbance carrying energy, throws the medium within the bright point into a resonant mode of oscillation that is seen as the follower pulses. The main pulse as well as the follower pulses have identical periods of intensity oscillations, with a mean value around 190 +/- 20 s. We show that the energy transported by these main pulses at the sites of the bright points over the entire visible solar surface can account for a substantial fraction of the radiative loss from the quiet chromosphere, according to current models.

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