On 04/12/2017 05:03 PM, RAJAT ARORA wrote:
I am not sure why such an error is occurring. This shows that sparsity pattern
was generated that such a position (2249, 6) will not be filled, so no space
was allocated while declaring the
Petsc sparse matrix. However, constraints.distribute()
Hello Professor,
I did what you suggested above. However, I am facing a problem.
Just to repeat, I want to constraint all dofs on the z surface to a single
dof (named as *the_dof = 2249*)
I apply the constraints the following way.
ComponentMask cm(dim, false);
cm.set(2,
Hi Winni,
when adjusting my own code to deal.ii version 8.5. I noticed a change in
the behavior of the FETools::extrapolate method.
Since I could not find this in the list of changes, I would like to let
you know as this might have been unintended.
Description:
Until 8.4.1
On 04/12/2017 09:32 AM, David F wrote:
Hello, I'm trying to calculate the symmetric gradients of a solution
vector at an arbitrary set of points. However, so far I have only found
the way to do it at the quadrature points by means of
/fe_values[fe_extractor].get_function_symmetric_gradient/.
I
Hello, I'm trying to calculate the symmetric gradients of a solution vector
at an arbitrary set of points. However, so far I have only found the way to
do it at the quadrature points by means of
*fe_values[fe_extractor].get_function_symmetric_gradient*.
I would like to know what is the proper
Dear all,
when adjusting my own code to deal.ii version 8.5. I noticed a change in
the behavior of the FETools::extrapolate method.
Since I could not find this in the list of changes, I would like to let
you know as this might have been unintended.
Description:
Until 8.4.1 FETools::extrapolate
I would like to follow up on the announcement of this release by publicly
saying again how much we appreciate the many contributions from those who
have sent it code, bug reports, fixed grammar and typos, or have helped in
any other way. Many thanks!
The ChangeLog lists at least the following
Version 8.5.0 of deal.II, the object-oriented finite element library awarded the
J. H. Wilkinson Prize for Numerical Software, has been released. It is
available for free under an Open Source license from the deal.II homepage at
> On 12 Apr 2017, at 14:54, Sean McGovern wrote:
>
>
>> Would the general point be that if one can go to higher resolutions with
>> distributed parallelism that the enhanced accuracy of the enrichment
>> functions can be compensated for?
>
> Sorry, i did not get what you
> Would the general point be that if one can go to higher resolutions with
> distributed parallelism that the enhanced accuracy of the enrichment
> functions can be compensated for?
>
>
> Sorry, i did not get what you mean.
>
> Regards,
> Denis.
>
>
Hi Denis,
Thanks for your prompt answers.
I
Hi,
Thanks to you all for the feedback.
The ANS paper and the plans for sophisticated quadrature are great.
One further point of clarification:
I am new to XFEM, but have been interested in level sets for a while, in
particular in the distributed parallel context.
Do I understand correctly
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