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Revision 1 as of 2020-07-06 14:12:09
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Revision 5 as of 2020-07-06 14:32:23
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Deletions are marked like this. Additions are marked like this.
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[http://www.concepts.math.ethz.ch/doxygen/html/elasticity2D_tutorial_8cc-example.html| {{attachment:elasticity2D.png}} {{attachment:elasticity_solution.png}} ] [[http://www.concepts.math.ethz.ch/doxygen/html/elasticity2D_tutorial_8cc-example.html]]
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=== Transparent boundary conditions for scattering problems in 2D
 ===
 {{attachment:elasticity2D.png}} {{attachment:elasticity_solution.png}}
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[http://www.concepts.math.ethz.ch/doxygen/html/exactDtN_8cc-example.html <img width="1050" alt="Magnitude, real part and imaginary part of total field" src="http://www.concepts.math.ethz.ch/doxygen/html/exactDtN.png" title="Transparent boundary conditions for scattering problems in 2D" />] == Transparent boundary conditions for scattering problems in 2D ==
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=== Two dimensional meshes
 ===
[http://www.concepts.math.ethz.ch/doxygen/html/meshes_8cc-example.html <table frame="void" rules="none" border="0"> <tbody> <tr> <td><img width="204" alt="Graded mesh with quadrilaterals" src="http://www.concepts.math.ethz.ch/pics/trans-0.5-plainWR-mesh.png" title="Graded mesh with quadrilaterals" height="204" /></td> <td><img width="204" alt="Coarse mesh of a 2D L-shaped domain" src="http://www.concepts.math.ethz.ch/pics/mesh.png" title="Coarse mesh of a 2D L-shaped domain" height="204" /></td> <td><img width="204" alt="Mesh of a 2D L-shaped domain with corner refinement" src="http://www.concepts.math.ethz.ch/pics/lshape-mesh.png" title="Mesh of a 2D L-shaped domain with corner refinement" height="204" /></td> </tr> </tbody> </table>]
[[http://www.concepts.math.ethz.ch/doxygen/html/exactDtN_8cc-example.html]]
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=== Three dimensional meshes
 ===
[http://www.concepts.math.ethz.ch/doxygen/html/meshes_8cc-example.html <table frame="void" rules="none" border="0"> <tbody> <tr> <td><img width="204" alt="Mesh of the Fichera corner" src="http://www.concepts.math.ethz.ch/pics/fichera-mesh.png" title="Mesh of the Fichera corner" height="181" /></td> <td><img width="204" alt="Coarse mesh of a 3D L-shaped domain" src="http://www.concepts.math.ethz.ch/pics/thickL015-mesh.png" title="Coarse mesh of a 3D L-shaped domain" height="181" /></td> <td><img width="204" alt="Mesh of a 3D L-shaped domain with corner refinement" src="http://www.concepts.math.ethz.ch/pics/thickL-mesh.png" title="Mesh of a 3D L-shaped domain with corner refinement" height="181" /></td> </tr> </tbody> </table>]
 {{attachment:exactDtN.png}}
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=== Magnetic field in a ring with a large (left) and a tiny (right) slit
 ===
== Two dimensional meshes ==
[[http://www.concepts.math.ethz.ch/doxygen/html/meshes_8cc-example.html]]

{{attachment:trans-0.5-plainWR-mesh.png}} {{attachment:mesh.png}} {{attachment:lshape-mesh.png}}

== Three dimensional meshes ==
[[http://www.concepts.math.ethz.ch/doxygen/html/meshes_8cc-example.html]]

{{attachment:fichera-mesh.png}} {{attachment:thickL015-mesh.png}} {{attachment:thickL-mesh.png}}

== Magnetic field in a ring with a large (left) and a tiny (right) slit ==

Gallery

Elasticity in 2D

http://www.concepts.math.ethz.ch/doxygen/html/elasticity2D_tutorial_8cc-example.html

  • elasticity2D.png elasticity_solution.png

Transparent boundary conditions for scattering problems in 2D

http://www.concepts.math.ethz.ch/doxygen/html/exactDtN_8cc-example.html

  • exactDtN.png

Two dimensional meshes

http://www.concepts.math.ethz.ch/doxygen/html/meshes_8cc-example.html

trans-0.5-plainWR-mesh.png mesh.png lshape-mesh.png

Three dimensional meshes

http://www.concepts.math.ethz.ch/doxygen/html/meshes_8cc-example.html

fichera-mesh.png thickL015-mesh.png thickL-mesh.png

Magnetic field in a ring with a large (left) and a tiny (right) slit

<table cellspacing="1" cellpadding="0" frame="void" rules="none" border="1"> <tbody> <tr> <td><img width="240" alt="Magnetic field in a ring with a large slit" src="http://www.concepts.math.ethz.ch/pics/Slit_Large_thumb.png" title="Magnetic field in a ring with a large slit" height="180" /></td> <td><img width="240" alt="Magnetic field in a ring with a tiny slit" src="http://www.concepts.math.ethz.ch/pics/Slit_Tiny_thumb.png" title="Magnetic field in a ring with a tiny slit" height="180" /></td> </tr> </tbody> </table>

numa: Concepts/gallery (last edited 2020-07-08 13:26:08 by semin)