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[Getfem-users] Dirichlet conditions for vectorial problems
From: |
Roman Putanowicz |
Subject: |
[Getfem-users] Dirichlet conditions for vectorial problems |
Date: |
Mon, 30 Aug 2010 05:48:28 +0200 |
User-agent: |
Mutt/1.5.13 (2006-08-11) |
Dear All,
Let us assume that we have a vectorial problem (qdim = 2). The unknown vector
field is U=(u1,u2). On boundary Gamma1 we set u1=0 and on boundary Gamma2
we set u2=0. The question is how to express this in GetFEM?
I have found that I can use the function:
asm_generalized_dirichlet_constraints()
but for that I have to construct a region representing sum of boundaries
Gamma1 and Gamma2 and an appropriate matrix field that will filter the
components of U.
The real question is: can I call the function
asm_generalized_dirichlet_constraints()
twice in my program, first for region corresponding to boundary Gamma1
and then for the region corresponding to boundary Gamma2 ?
If yes, then how one should combine the matrices R and H filled by
asm_generalized_dirichlet_constraints()
before the call to Dirichlet_nullspace() ?
I would appreciate any hint.
Regards
Roman
--
Roman Putanowicz, PhD < address@hidden >
Institute for Computational Civil Engng (L-5)
Dept. of Civil Engng, Cracow Univ. of Technology
www.l5.pk.edu.pl, tel. +48 12 628 2569, fax 2034
- [Getfem-users] Dirichlet conditions for vectorial problems,
Roman Putanowicz <=