dolfin team mailing list archive
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dolfin team
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Message #06185
Re: Evaluating the FEM solution at an arbitrary point
Quoting Anders Logg <logg@xxxxxxxxx>:
> On Wed, Feb 13, 2008 at 10:43:40PM +0100, Kristian Oelgaard wrote:
> > Quoting Dag Lindbo <dag@xxxxxxxxxx>:
> >
> > > >
> > > > Why do you need to evaluate functions at arbitrary points?
> > > >
> > > > I can understand it's nice to be able to do this, but in many cases
> > > > there are other solutions (which are much more efficient).
> > > >
> > >
> > > I think there is general interest in being able to compute line
> integrals
> > > over a computed solution. It is natural to use the finite elements as
> > > interpolant to get values at quadrature points. Any thoughts?
> >
> > If you just want the values at quadrature points, you can project the
> solution
> > (Function) onto a QuadratureElement.
> >
> > Kristian
>
> I guess the quadrature points are given by some other entity (like an
> edge) intersecting a cell so they wouldn't fit.
OK, that way around it wouldn't work.
So using evaluate_basis(_all)() would definitely be the way to go.
Kristian
> --
> Anders
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References
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Re: How to deal with two subdomains with different PDE parameters
From: Matthew Knepley, 2008-02-11
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Re: How to deal with two subdomains with different PDE parameters
From: Matthew Knepley, 2008-02-11
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Re: How to deal with two subdomains with different PDE parameters
From: Anders Logg, 2008-02-12
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Evaluating the FEM solution at an arbitrary point
From: Kristen Kaasbjerg, 2008-02-13
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Re: Evaluating the FEM solution at an arbitrary point
From: Shilpa Khatri, 2008-02-13
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Re: Evaluating the FEM solution at an arbitrary point
From: Johan Jansson, 2008-02-13
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Re: Evaluating the FEM solution at an arbitrary point
From: Dag Lindbo, 2008-02-13
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Re: Evaluating the FEM solution at an arbitrary point
From: Anders Logg, 2008-02-13
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Re: Evaluating the FEM solution at an arbitrary point
From: Dag Lindbo, 2008-02-13
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Re: Evaluating the FEM solution at an arbitrary point
From: Kristian Oelgaard, 2008-02-13
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Re: Evaluating the FEM solution at an arbitrary point
From: Anders Logg, 2008-02-13