How to Handle Three-Dimensional Boundary Conditions

Hello guys, I am encountering some issues while trying to use the first-kind Nedelec elements. I am not sure how to apply the boundary conditions v×n=0 and ∇×u=0. I am unsure if setting the boundary degrees of freedom Integral v⋅t=0 along the boundary will ensure the boundary conditions (v×n=0 and ∇×u=0), or if there are other ways to handle it, when conducting numerical experiments :face_holding_back_tears:

Hello,
Your question is strongly related to the setting of an appropriate variational formulation.
You may look at About MHD equations, otherwise you have to say more on the specific form of your equations and boundary conditions.

Did you solve your problem? I have the same issue