Thanks a lot! I get the same answer by using quadrature.point(q), and I get
the similar answer after I transfer the real space point into reference
space( [0, 1]x[0, 1] ), and then use fe.shape_value(reference_point).
Best
Yidong
在 2018年5月7日星期一 UTC+8下午2:37:22,Wolfgang Bangerth写道:
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On 05/07/2018 02:20 PM, Zhao Yidong wrote:
2.Iterate on every quadrature point in every cell, store them. (These points
are in real space right?)
|
for(unsignedq=0;q
Thank you very much!
My fe is FE_Q(1) type:
FE_Q(1)
I make comparison like this:
1.Create fe_values like this:
FEValues fe_values(fe, quadrature,
update_values |
update_quadrature_points |
Thanks a lot, it's really clear to understand by the help of the website
you share!
Indeed, my problem is this:
1. I have fe which is a FiniteElement class, and I have fe_values which is
a FEValues class. I also have QGauss quadrature to create fe_values.
2. I iterate on every quadrature point
Hi,
it's perfectly fine for a general FE shape functions to be negative at some
points, that's clearly the case for quadratic
http://hplgit.github.io/INF5620/doc/pub/sphinx-fem/._main_fem003.html#fem-approx-fe-fig-p2
Denis.
On Saturday, May 5, 2018 at 3:11:24 AM UTC+2, Zhao Yidong wrote:
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