Dear deal.ii community,
I was wondering if there is an implementation of Nedelec elements of second
kind in deal.ii. I see from the documentation that there is an
implementation of Nedelec elements of first kind.
I am asking for the following reason: I need to cover with my
implemetation a full deRham complex of he form Q_k --> Ned_k^2 --> BDM_k
--> DGQ_k (Ned_k^2 means order k second kind). The de Rham complex
involving Q_k --> Ned_{k-1}^1 --> RT_{k-1} --> DQ_{k-1} (RT_k is
Raviart-Thomas of order k) is not an option. I actually only need k=1.
Even is there is no implementation of Ned^k^2: How difficult would it be to
introduce them in deal.ii since they can be viewed as rotated BDM_k
elements? I am not familiar with details of the deal.ii implementation but
it sounds to me that they are exactly the same as BDM_k when it comes to
DoF-handlers etc besides the rotation of the shape functions that I just
mentioned.
Best,
Konrad
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