open TELEMAC-MASCARET The mathematically superior suite of solvers

OK, thanks. The problem I had was that the "MESH" argument was flagged with message "MESH has no implicite type".

I had:
USE BIEF
USE DECLARATIONS TELEMAC3D, ONLY: MESH2D, MESH3D, MESH

And I tried to use corresponding function definitions:

I = GLOBAL_TO_LOCAL_POINT(I,MESH) or
I = GLOBAL_TO_LOCAL_POINT(I,MESH2D) or
I = GLOBAL_TO_LOCAL_POINT(I,MESH3D)

And still got the problem. Then when looking at global_to_local_point.f, I thought that maybe 3D meshes was not supported.

Any tips on how should I define the MESH argument?

Otherwise is function INPOLY working in parallel in case of a polygon located across several subdomains?

Thanks in advance!

Regards,
PL

Hello,

MESH does not exist in Telemac-3D, just MESH2D and MESH3D, thus the use declarations_telemac3d, only : MESH2D,MESH3D,MESH causes the error.

INPOLY works in parallel, as all the points in the polygon are given to every processor (as argument of INPOLY), there is no need of parallel communication.

Regards,

JMH

Hello,

Sorry, I meant that I tried:
USE DECLARATIONS TELEMAC3D, ONLY: MESH2D (OR) MESH3D (OR) MESH (which does not work in 3D).

The error that was hard to understand was that I had the message 'undefined reference to "global_to_local_point_"' from gfortran. But after looking on the forum I saw that you indicated to Violetta that it was a problem generated by Python and that it could be solved by adding the "guilty" subroutine in the fortran file, which did the trick!

Thanks again!

Regards,
PL

Hello,

Just one quick question: the units for S1U%R should be [T-1], correct?


Thank you
Maria

Hi!

If think it is rather L.T-2. This is the given unit in the momentum equation (see the manual). This is also consistent with what is done in 2D for vertical structures (dragfo.f).

Maybe developpers can confirm that - or not!

Regards
PL