NONLINEAR PERIODIC EDDY CURRENTS IN SINGLE AND MULTICONDUCTOR SYSTEMS

The application of the finite element method to the calculation of non linear periodic eddy current problems is discussed. Special attention is paid to the case when specific conditions on the current or voltage of several conductors have to be fulfilled. An efficient iterative pr ocedure has been developed to satisfy these conditions in 2D problems solved by a single component magnetic vector potential with the nonlin earity taken into account. The total current condition can be fulfille d in 3D with a noniterative scheme, but voltage conditions still requi re a multistep approach. Additionally, a possibility of accelerating t he time stepping algorithm in reaching steady state is presented for a 3D eddy current problem involving a single conductor.