Professor Bangerth -
Okay thank you for your advice! I'll take a look at the FE_Poly class as
you suggest.
Thanks again,
Jonathan
On Sun, Aug 4, 2019 at 9:14 PM Wolfgang Bangerth
wrote:
> On 8/4/19 5:47 PM, Jonathan Russ wrote:
> >
> > Thank you for your reply. The shape functions of the
On 8/4/19 5:47 PM, Jonathan Russ wrote:
>
> Thank you for your reply. The shape functions of the "quadratic" serendipity
> elements are very similar to the FE_Q(2) elements except they are derived
> without any interior nodes (i.e. in 2D the interior node is removed and the
> shape functions
Professor Bangerth -
Thank you for your reply. The shape functions of the "quadratic"
serendipity elements are very similar to the FE_Q(2) elements except they
are derived without any interior nodes (i.e. in 2D the interior node is
removed and the shape functions are simple polynomials with 8
On 8/3/19 1:17 PM, Jonathan Russ wrote:
>
> How difficult would it be to add serendipity elements to dealii? They are
> very
> useful in solid mechanics applications and can greatly reduce the
> computational cost. Is it very difficult to add an element that is the same
> is
> FE_Q but
Hello -
How difficult would it be to add serendipity elements to dealii? They are
very useful in solid mechanics applications and can greatly reduce the
computational cost. Is it very difficult to add an element that is the same
is FE_Q but without the few extra basis functions when quadratic
