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Intro - feins.org

Finite Element Incompressible Navier-Stokes solver). Legal notes Contact Dataprotection. As the name suggests, this software originated as a solver for fluid flow problems, to test methods developed in the authors PhD Thesis. Over time though it evolved, and the same low level routines were reused to build solvers for other problems as well. All linear equation systems are solved by modern preconditioned iterative methods, based on multi-level/multi-grid ideas. No shape gradient yet. Elements in 2D and 3D.

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CONTACTS AT FEINS.ORG

Schneider Rene

Hainich●●●●●●●tr. 17a

0956●●●●eran , Regensburg, 09569

DE

49.37●●●●●33953
re●●●●●●●●●●●●@mathematik.tu-chemnitz.de

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Schneider Rene

Hainich●●●●●●●tr. 17a

0956●●●●eran , Regensburg, 09569

DE

49.37●●●●●33953
re●●●●●●●●●●●●@mathematik.tu-chemnitz.de

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Baiesu Gica

Oste●●●●se 4

Reg●●●urg , Bavaria, D93047

DE

49.1●●●●2488
hu@antagus.de

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Intro - feins.org | feins.org Reviews
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Finite Element Incompressible Navier-Stokes solver). Legal notes Contact Dataprotection. As the name suggests, this software originated as a solver for fluid flow problems, to test methods developed in the authors PhD Thesis. Over time though it evolved, and the same low level routines were reused to build solvers for other problems as well. All linear equation systems are solved by modern preconditioned iterative methods, based on multi-level/multi-grid ideas. No shape gradient yet. Elements in 2D and 3D.
<META>
KEYWORDS
1 feins
2 intro
3 examples
4 download
5 key features
6 and p
7 problem specific features
8 poisson equation
9 stationary case only
10 elements
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feins,intro,examples,download,key features,and p,problem specific features,poisson equation,stationary case only,elements,incompressible navier stokes,newton or picard linearisation,shape gradient available,taylor hood elements p,for pressure,license
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Intro - feins.org | feins.org Reviews

https://feins.org

Finite Element Incompressible Navier-Stokes solver). Legal notes Contact Dataprotection. As the name suggests, this software originated as a solver for fluid flow problems, to test methods developed in the authors PhD Thesis. Over time though it evolved, and the same low level routines were reused to build solvers for other problems as well. All linear equation systems are solved by modern preconditioned iterative methods, based on multi-level/multi-grid ideas. No shape gradient yet. Elements in 2D and 3D.

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feins.org feins.org
1

Intro - feins.org

http://www.feins.org/intro.php

Finite Element Incompressible Navier-Stokes solver). Legal notes Contact Dataprotection. As the name suggests, this software originated as a solver for fluid flow problems, to test methods developed in the authors PhD Thesis. Over time though it evolved, and the same low level routines were reused to build solvers for other problems as well. All linear equation systems are solved by modern preconditioned iterative methods, based on multi-level/multi-grid ideas. No shape gradient yet. Elements in 2D and 3D.

2

Legal notes | Disclaimer | Contact - feins.org

http://www.feins.org/disclaimer.php

Finite Element Incompressible Navier-Stokes solver). Legal notes Contact Dataprotection. Hainichener Str. 17a. Or you can use this form to send us a short message:. E-Mail (if you want an answer). Limitation of liability for internal content. The content of our website has been compiled with meticulous care and to the best of our knowledge. However, we cannot assume any liability for the up-to-dateness, completeness or accuracy of any of the pages. Limitation of liability for external links.

3

Examples - feins.org

http://www.feins.org/examples.php

Finite Element Incompressible Navier-Stokes solver). Legal notes Contact Dataprotection. Coming in the next release: shape optimisation in 3D linear elasticity. Example with adaptive meshes). Initial performance function value:. Minimized performance function value:. Your browser does not support the. Navier-Stokes: shape optimisation of a obstacle in a channel. Initial shape at Re=10. Optimised shape for Re=10. Navier-Stokes: flow over bump (from README.TXT). Navier-Stokes: cavity (with curved bottom).

4

Download - feins.org

http://www.feins.org/download.php

Finite Element Incompressible Navier-Stokes solver). Legal notes Contact Dataprotection. The current development version of the code is always available via SVN. To get access to the SVN, please contact me: Rene Schneider. FEINS Android App, FEINS-2015-08-04.apk. Proof of concept: FEINS is efficient enough to run on the mobile phone. Main purpose: evaluation of solver performance on the smartphone. Designed for Android 4.4 and newer, tested on Android 5.0. Visualisation via KiwiViewer (Google Play Store).

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feins.org feins.org

Intro - feins.org

Finite Element Incompressible Navier-Stokes solver). Legal notes Contact Dataprotection. As the name suggests, this software originated as a solver for fluid flow problems, to test methods developed in the authors PhD Thesis. Over time though it evolved, and the same low level routines were reused to build solvers for other problems as well. All linear equation systems are solved by modern preconditioned iterative methods, based on multi-level/multi-grid ideas. No shape gradient yet. Elements in 2D and 3D.

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