A new partitioned iteration for the midpoint discretization of MHD in Elsässer variables is shown to be linearly convergent, second-order accurate, and conservative, with an adaptive LTE time-stepping mechanism.
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Partitioned Conservative, Variable Step, Second-Order Method for Magneto-hydrodynamics In Els\"asser Variables
A new partitioned iteration for the midpoint discretization of MHD in Elsässer variables is shown to be linearly convergent, second-order accurate, and conservative, with an adaptive LTE time-stepping mechanism.