1112.3850 (J. F. Lemaire)
J. F. Lemaire
The most popular method for determining coronal temperatures is the
scale-height-method (shm). It is based on electron density profiles inferred
from White Light (WL) brightness measurements of the corona during solar
eclipses. This method has been applied to several published coronal electron
density models. The calculated temperature distributions reach a maximum at r >
1.3 RS, and therefore do not satisfy one of the conditions for applying the shm
method. Another method is the hydrostatic equilibrium method (hst), which
enables coronal temperature distributions to be determined, providing solutions
to the hydrostatic equilibrium equation. The temperature maximas using the hst
method are almost equal to those obtained using the shm method, but the
temperature peak is always at significantly lower altitude when the hst-method
is used than when the shm-method is used. A third and more recently developed
method, dyn, can be used for the same published electron density profiles. The
temperature distributions obtained using the dyn method are regular solutions
of the hydrodynamic equations. They depend on the expansion velocity of the
coronal plasma considered as a free input parameter in the calculations. The
larger the solar wind expansion velocity at 1AU, the larger the new temperature
maximum that develops in the range of altitudes (about 3 RS) where the outward
acceleration rate of the coronal plasma is greatest. At the base of the solar
corona, where the coronal bulk velocity is small (subsonic), the dyn and hst
methods give similar temperature values. More significant differences are found
at higher altitudes where the expansion velocity approaches and exceeds the
velocity of sound. The effects of (i) super-radial expansion flux tubes; (ii)
alpha particle concentration; and (iii) ratios of ion over electron
temperature.
View original:
http://arxiv.org/abs/1112.3850
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