Yes, the FE_Nedelec elements will work for not-so-complicated meshes, for 
example, a simple cube will work just fine. 

Best,
Sebastian
Vinta Yinda Wang schrieb am Montag, 24. Oktober 2022 um 10:52:19 UTC+2:

> Thank you Wolfgang and thank you Alexander!
> In the Todo list of FE_Nedelec, 3-D cases ought to be carefully treated, 
> because (from my understanding) some complex geometries in 3-D with 
> non-standard grids (maybe unstructed or distorted initially) will introduce 
> sign conflict issues present in traditional Nédélec elements that arise 
> from the edge and face parameterization. But for some not-so-complicated 
> meshes and geometries, it might still work?
>
> Best 
> Vinta
>
> 在2022年10月24日星期一 UTC+8 16:03:49<Alexander> 写道:
>
>> Dear Vinta
>> for 2-D, you could consider resorting to FE_Nedelec, which supports 
>> hanging nodes. In contrast to the 3-D case, FE_Nedelec should work even for 
>> (some) non-standard grids in 2-D.
>>
>> Best
>> Alexander
>>
>>
>>
>> On Monday, October 24, 2022 at 4:46:32 AM UTC+2 Wolfgang Bangerth wrote:
>>
>>> On 10/23/22 01:46, Vinta Yinda Wang wrote: 
>>> > I was trying to do adaptive mesh refinement in 2D-electromagnetic 
>>> problem 
>>> > following the program provided in step-81. The refinement procedure is 
>>> > refererred to step-27, where I implement the FESystem of real and 
>>> imaginary 
>>> > FE_NedelecSZ part in hp::FECollection class. 
>>> > After the first refinement step, I failed to make the hanging node 
>>> constraint . 
>>> > The violated condition is detailed as 
>>> > *The finite element for which you try to obtain hanging node 
>>> >     constraints does not appear to implement them. 
>>> > * 
>>> > Has anyone encountered the same problem before? I am not sure whether 
>>> is the 
>>> > problem in my code, or the hanging node constraint hasn't been 
>>> implemented 
>>> > in FE_NedelecSZ? 
>>>
>>> Vinta: The latter. They are simply not yet implemented. But you can of 
>>> course 
>>> help with that and we will be very happy to guide you to what needs to 
>>> be 
>>> implemented! 
>>>
>>> Best 
>>> W. 
>>>
>>> -- 
>>> ------------------------------------------------------------------------ 
>>> Wolfgang Bangerth email: [email protected] 
>>> www: http://www.math.colostate.edu/~bangerth/ 
>>>
>>>

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