Mathematics
Scientific paper
Dec 1986
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1986nascp2442..389k&link_type=abstract
In NASA. Goddard Space Flight Center Coronal and Prominence Plasmas p 389-393 (SEE N87-20871 13-92)
Mathematics
1
Boundary Value Problems, Coronal Loops, Energy Transfer, Perturbation, Thermal Stability, Computer Programs, Magnetic Signatures, Mass Transfer, Mathematical Models, Momentum Transfer
Scientific paper
The nonlinear evolution of loops that are subjected to a variety of small but finite perturbations was studied. Only the low-lying loops are considered. The analysis was performed numerically using a one-dimensional hydrodynamical model developed at the Naval Research Laboratory. The computer codes solve the time-dependent equations for mass, momentum, and energy transport. The primary interest is the active region filaments, hence a geometry appropriate to those structures was considered. The static solutions were subjected to a moderate sized perturbation and allowed to evolve. The results suggest that both hot and cool loops of the geometry considered are thermally stable against amplitude perturbations of all kinds.
Antiochos Spiro K.
Klimchuk James A.
Mariska John T.
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