Regularization on Ill-posed Source Terms in FEM Computation Using Two Magnetic Vector Potentials

摘要

In the formulation with two magnetic vector potentials, the inaccuracy of the Biot-Savart integration for the scarce term causes the divergence of the conjugate gradient method. The ill-posed equations are regularized by subtracting a rotational field from the numerically integrated field. The convergence is drastically improved. Even when the current continuity is not satisfied strictly we can get reasonable results.