← Back to team overview

dolfin team mailing list archive

Re: Re: Linear Algebra

 

Why does the mesh get moved? It seems like you're controlling the stress-strain relation, which can be solved on the same mesh (presumably, modulo adaptivity)?

In fact, I've long argued that this exact area is a real win for automation -- take the bio-engineers who don't really know how stress and strain are related in biological tissues but want to do experiment An environment that lets them rapidly try out models (and eventually control over them to fit parameters, compare to experiments, etc) would be exactly what they need to speed up or even enable their investigations.

Rob

On Oct 26, 2004, at 1:37 PM, Anders Logg wrote:

On Tue, Oct 26, 2004 at 12:08:03PM -0500, Ridgway Scott wrote:

One example is the module elasticity-updated in DOLFIN for which
assembly time dominates solution time (using the old form evaluation
system in DOLFIN). This would be a typical example of a system which
is more complicated than Poisson and where assembly time may be
significant.

This is a good point. There are these complex-model linear problems
where you just form the matrix and solve. Is that what you were
thinking? Since you can vary the elasticity tensor these days with
special materials, one could even imagine optimizing over varying
elasticity tensors, in an extreme case.

                                Ridg

Yes. In this case, you form the matrix, solve, and modify (move) the
mesh in each time step. The domininating cost is the assembly.

/Anders





Follow ups

References