A variational formulation in weighted Sobolev spaces with fixed-point existence and uniqueness proofs, finite-element discretization, implicit time stepping, and a priori error estimates for a transient thermo-electromagnetic problem in axisymmetric geometries.
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Numerical approximation of a transient thermo-electromagnetic problem in axisymmetric geometries
A variational formulation in weighted Sobolev spaces with fixed-point existence and uniqueness proofs, finite-element discretization, implicit time stepping, and a priori error estimates for a transient thermo-electromagnetic problem in axisymmetric geometries.