Singular limits in the data space for the equations of magneto-fluid dynamics
Bruno Rubino · Hokkaido Mathematical Journal · 1995
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 Beir\overline{a}0 da Veiga [7,9] and prove convergence in the data space.