D. Hermans
The University of Birmingham, Mathematics, Faculty Member
... It is well-known that this differential equation possesses a singularity at the level where the local Alfv6n frequency or the local cusp frequency equals the frequency of the oscillation (see eg, Appert et al., 1975; Chen and... more
... It is well-known that this differential equation possesses a singularity at the level where the local Alfv6n frequency or the local cusp frequency equals the frequency of the oscillation (see eg, Appert et al., 1975; Chen and Hasegawa, 1974; Adam, 1977; E1 Mekki et al., 1978; Rae ...
Research Interests:
ABSTRACT
Research Interests:
The purpose of this paper is to study the linear stability of an incompressible horizontal layer of fluid in the presence of a non-uniform horizontal magnetic field and to show that the Alfvén continuum of frequencies is fundamental for... more
The purpose of this paper is to study the linear stability of an incompressible horizontal layer of fluid in the presence of a non-uniform horizontal magnetic field and to show that the Alfvén continuum of frequencies is fundamental for the understanding of the linear stability.
Research Interests:
The linear stability of an incompressible planar layer in the presence of nonuniform horizontal magnetic field is studied for three sequences of equilibrium configurations. It is found that the Alfven continuum is fundamental for the... more
The linear stability of an incompressible planar layer in the presence of nonuniform horizontal magnetic field is studied for three sequences of equilibrium configurations. It is found that the Alfven continuum is fundamental for the understanding of the linear stability. Complete stabilization is only obtained when min sigma sq A (z) 0 in the layer where d rho/dz 0, and
Research Interests:
ABSTRACT
Research Interests:
ABSTRACT
Research Interests:
ABSTRACT