3D Fem pde inhomogeneous geometry

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nicolas bachelard
nicolas bachelard le 16 Jan 2017
Commenté : Alan Weiss le 17 Jan 2017
Dear Matlab community,
I wish to perform 3D thermal simulation using the pde toolbox (which works amazingly by the way). I work with a open source software to make my STL file.
I wish to solve my pde on an inhomogeneous system. For instance two domains with different thermal conductivities. If I have been able to solve this problem on a uniform system, I do not know how to define two geometric subdomains.
My question is the following. Can I import two different geometries (different STL loading) and merge them to form an inhomogeneous system? Or should I define this system on my STL-generating software? In the latter case, is there a software that you recommend?
I thank you all for your time
Best regards
Nicolas

Réponse acceptée

Alan Weiss
Alan Weiss le 17 Jan 2017
Modifié(e) : Alan Weiss le 17 Jan 2017
I am sorry, but currently there is no way to do exactly what you want. The current geometry creation tools do not permit 3-D subdomains.
That said, you might be able to fake the problem by carefully defining nonconstant coefficient functions that take appropriate values in the regions you like. This is not the same as having real subdomains, because the mesh is not going to respect your desired geometry, but for a relatively fine mesh it might not matter too much. And yes, it is quite difficult in general to define the coefficient functions this way, you will have to do some work.
Alan Weiss
MATLAB mathematical toolbox documentation

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nicolas bachelard
nicolas bachelard le 17 Jan 2017
Hi Alan,
Thanks for the tip.
By the way I really love the pde toolbox. If I may ask, do you intend to develop it further in the Matlab releases to come? To tell you the truth, I am supposed to learn COMSOL at some point, but I would rather stick to Matlab if it handles 3D problems. Can you communicate about the improvements of the pde toolbox in a close future?
Anyhow I warmly thank you for it.
Best
  1 commentaire
Alan Weiss
Alan Weiss le 17 Jan 2017
I'm glad that you like the toolbox. It is certainly under active development. However, I am not allowed to comment on any future features.
Alan Weiss
MATLAB mathematical toolbox documentation

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