Thanks, W. for confirming that! I reinstalled deal.II after installing Trillinos. Step 31 runs well. From: Wolfgang BangerthSent: Wednesday, June 16, 2021 4:10 PMTo: dealii@googlegroups.comSubject: Re: [deal.II] Re: Integrated material and spatial traction forces on boundary not equal On 6/16/21
On 6/16/21 4:07 PM, Michael Lee wrote:
Is there a way to let deal.II know Trillinos is installed? Do I have to
reinstall deal.ii?
Or, can I compile the code without using Trillinos with some modification?
No, you have to re-install deal.II so that at compile time, it knows that
Trilinos exi
is a cubic function of
>> coordinate. You may try that see if it improves.
>>
>>
>>
>> Best,
>>
>> Michael
>>
>>
>>
>> *From: *Alex Cumberworth
>> *Sent: *Wednesday, June 9, 2021 9:54 AM
>> *To: *deal.II User Group
>>
Hi Wolfgang,
I tried a quadratic element, and was able to reduce the number of degrees
of freedom for the same level of convergence by another order of magnitude.
Thanks!
Best,
Alex
On Friday, June 11, 2021 at 3:34:08 p.m. UTC+2 Wolfgang Bangerth wrote:
> On 6/11/21 4:04 AM, Alex Cumberworth
On 6/11/21 4:04 AM, Alex Cumberworth wrote:
To answer the question I posed, I did some more tests and found that refining
in the width and height of the beam has no effect on the convergence of the
shear force. I went down to just a single division in z and 2 in y (in other
words there are ju
.
>
>
>
> Best,
>
> Michael
>
>
>
> *From: *Alex Cumberworth
> *Sent: *Wednesday, June 9, 2021 9:54 AM
> *To: *deal.II User Group
> *Subject: *[deal.II] Re: Integrated material and spatial traction forces
> on boundary not equal
>
>
>
> He
ite element FE_Q(2). I remember the deflection of beam is a cubic function of coordinate. You may try that see if it improves. Best,Michael From: Alex CumberworthSent: Wednesday, June 9, 2021 9:54 AMTo: deal.II User GroupSubject: [deal.II] Re: Integrated material and spatial traction forces on bound
Hi Alex,
I'm learning deal.ii and trying do the similar verification. If it is
possible for you to share the code with me?
Thank you!
Michael
On Tuesday, May 11, 2021 at 4:46:55 AM UTC-6 alexanderc...@gmail.com wrote:
> Hello,
>
> As a test to validate my code, I am solving the equations for
>
