We discuss the singular limit of the incompressible magnet0-fluid periodic motion with respect to the Alfv\’en number. Viscous and inviscid magnet0-fluids are treated indistinctly. We determine the limiting system under the natural assumptions on the initial data. Finally, we apply the theory of Beirao da Veiga and prove convergence in the data space.
Singular limits in the data space for the equations of magneto-fluid dynamics
RUBINO, Bruno
1995-01-01
Abstract
We discuss the singular limit of the incompressible magnet0-fluid periodic motion with respect to the Alfv\’en number. Viscous and inviscid magnet0-fluids are treated indistinctly. We determine the limiting system under the natural assumptions on the initial data. Finally, we apply the theory of Beirao da Veiga and prove convergence in the data space.File in questo prodotto:
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