The dense photosphere provides an extremely efficient mechanism, called line-tying, for stabilising solar coronal magnetic fields. In this paper, we study the ideal magnetohydrodynamic (MHD) stability of cylindrically symmetric arcades, the field structure thought to be present prior to the onset of a large two-ribbon flare. It is found that, when the axis of symmetry lies on the photosphere, a wide range of force-free fields are completely stable to all possible perturbations. However, replacing the axial magnetic field by an equivalent gas pressure will produce a localised instability. Instability, the mechanism for the release of energy for a flare, will also occur if the symmetry axis, assumed to coincide with an active-region filament,...
Solar coronal loops are observed to be remarkably stable structures. A magnetohydrodynamic stability...
It is pointed out that most solar flares are either simple-loop (or compact) flares or two-ribbon fl...
The magnetohydrodynamic stability of a class of magnetohydrostatic equilibria is investigated. The e...
The generally accepted scenario for the events leading up to a two-ribbon flare is that a magnetic a...
The stability of 'shearless' arcades is investigated using normal mode equations. It is found that a...
The stability of coronal arcades to localized resistive interchange modes in the ballooning ordering...
Methods for the study of the ideal magnetohydrodynamic stability of line-tied cylindrically-symmetri...
An energy method is used to determine a condition for local instability of field lines in magnetohyd...
Ideal MHD stability theory is studied in order to gain an understanding of the effect of line-tying ...
Ideal MHD stability theory is studied in order to gain an understanding of the effect of line-tying ...
The problem of the linear stability of cylindrically symmetric force-free magnetic equilibria is add...
The problem of the linear stability of cylindrically symmetric force-free magnetic equilibria is add...
The problem of the linear stability of cylindrically symmetric force-free magnetic equilibria is add...
The problem of the linear stability of cylindrically symmetric force-free magnetic equilibria is add...
The equations describing the linear evolution of resistive ballooning modes are obtained by using a ...
Solar coronal loops are observed to be remarkably stable structures. A magnetohydrodynamic stability...
It is pointed out that most solar flares are either simple-loop (or compact) flares or two-ribbon fl...
The magnetohydrodynamic stability of a class of magnetohydrostatic equilibria is investigated. The e...
The generally accepted scenario for the events leading up to a two-ribbon flare is that a magnetic a...
The stability of 'shearless' arcades is investigated using normal mode equations. It is found that a...
The stability of coronal arcades to localized resistive interchange modes in the ballooning ordering...
Methods for the study of the ideal magnetohydrodynamic stability of line-tied cylindrically-symmetri...
An energy method is used to determine a condition for local instability of field lines in magnetohyd...
Ideal MHD stability theory is studied in order to gain an understanding of the effect of line-tying ...
Ideal MHD stability theory is studied in order to gain an understanding of the effect of line-tying ...
The problem of the linear stability of cylindrically symmetric force-free magnetic equilibria is add...
The problem of the linear stability of cylindrically symmetric force-free magnetic equilibria is add...
The problem of the linear stability of cylindrically symmetric force-free magnetic equilibria is add...
The problem of the linear stability of cylindrically symmetric force-free magnetic equilibria is add...
The equations describing the linear evolution of resistive ballooning modes are obtained by using a ...
Solar coronal loops are observed to be remarkably stable structures. A magnetohydrodynamic stability...
It is pointed out that most solar flares are either simple-loop (or compact) flares or two-ribbon fl...
The magnetohydrodynamic stability of a class of magnetohydrostatic equilibria is investigated. The e...