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unexpected geometry ...

  • Delalleau
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17 years 2 days ago #1882 by Delalleau
unexpected geometry ... was created by Delalleau
Hi all,

I'd like to mesh a 2D-box which is composed of 6 different lines (4 for the top and down and 2 for the sides) with quadrangles.
When I'm using the Salome's "quadrangle preference" option it returns me an error that I cannot correct :

"Unexpected geometry. Face must have 4 sides but not 6".

I understand well what does it means, however, is Salome is unable to mesh such a structure ?
Is there is an other way to do so without cuting my box into two 4-sides sub-boxes ?

Thanks a lot lot for your replies.

AlexD
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17 years 2 days ago #1883 by Joël Cugnoni
Replied by Joël Cugnoni on topic Re:unexpected geometry ...
Hi Alex,

you will either need to partition your face in sub-regions with 4 edges to use the Quadrangle meshing algo. Or you can use Netgen 1D-2D and set the option to generate Quadrangles.

Good luck

Joel

Joël Cugnoni - a.k.a admin
www.caelinux.com
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17 years 1 day ago #1884 by Delalleau
Replied by Delalleau on topic Re:unexpected geometry ...
Thanks for your reply.

I've unsuccesfully tried the Netgen option (see the attached file) which ... well ... does not seem to work in my case study.

I have split my surface into 4 edges regions and everything is fine.

Something odd is that you can do the calculation on "n-edges" regular contours (I mean boxes for example) and not for irregular ones.

Well, everything is fine for me now, thanks again.<br /><br />Post edited by: Delalleau, at: 2008/04/18 18:59
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17 years 1 day ago #1885 by Delalleau
Replied by Delalleau on topic Re:unexpected geometry ...
The expected file.

AlexD

Attachment mesh.zip not found

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17 years 1 day ago #1889 by Joël Cugnoni
Replied by Joël Cugnoni on topic Re:unexpected geometry ...
If you have n-edges but still the same number of elements on each &quot;composite&quot; edge, the Quad algorithm may work... but I never tried it!!

I will try to look at your Netgen problem later.

Joël

Joël Cugnoni - a.k.a admin
www.caelinux.com
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