c2a0663cc7
- although this has been supported for many years, the tutorials continued to use "convertToMeters" entry, which is specific to blockMesh. The "scale" is more consistent with other dictionaries. ENH: - ignore "scale 0;" (treat as no scaling) for blockMeshDict, consistent with use elsewhere.
153 lines
2.7 KiB
C++
153 lines
2.7 KiB
C++
/*--------------------------------*- C++ -*----------------------------------*\
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| ========= | |
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| \\ / F ield | OpenFOAM: The Open Source CFD Toolbox |
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| \\ / O peration | Version: plus |
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| \\ / A nd | Web: www.OpenFOAM.com |
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| \\/ M anipulation | |
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\*---------------------------------------------------------------------------*/
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FoamFile
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{
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version 2.0;
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format ascii;
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class dictionary;
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object blockMeshDict;
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}
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// * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * //
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scale 0.001;
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vertices
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(
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(-20.6 0 -0.5)
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(-20.6 25.4 -0.5)
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(0 -25.4 -0.5)
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(0 0 -0.5)
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(0 25.4 -0.5)
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(206 -25.4 -0.5)
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(206 0 -0.5)
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(206 25.4 -0.5)
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(290 -16.6 -0.5)
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(290 0 -0.5)
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(290 16.6 -0.5)
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(-20.6 0 0.5)
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(-20.6 25.4 0.5)
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(0 -25.4 0.5)
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(0 0 0.5)
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(0 25.4 0.5)
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(206 -25.4 0.5)
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(206 0 0.5)
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(206 25.4 0.5)
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(290 -16.6 0.5)
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(290 0 0.5)
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(290 16.6 0.5)
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);
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negY
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(
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(2 4 1)
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(1 3 0.3)
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);
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posY
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(
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(1 4 2)
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(2 3 4)
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(2 4 0.25)
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);
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posYR
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(
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(2 1 1)
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(1 1 0.25)
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);
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blocks
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(
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hex (0 3 4 1 11 14 15 12)
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(18 30 1)
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simpleGrading (0.5 $posY 1)
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hex (2 5 6 3 13 16 17 14)
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(180 27 1)
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edgeGrading (4 4 4 4 $negY 1 1 $negY 1 1 1 1)
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hex (3 6 7 4 14 17 18 15)
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(180 30 1)
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edgeGrading (4 4 4 4 $posY $posYR $posYR $posY 1 1 1 1)
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hex (5 8 9 6 16 19 20 17)
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(25 27 1)
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simpleGrading (2.5 1 1)
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hex (6 9 10 7 17 20 21 18)
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(25 30 1)
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simpleGrading (2.5 $posYR 1)
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);
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edges
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(
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);
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boundary
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(
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inlet
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{
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type patch;
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faces
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(
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(0 1 12 11)
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);
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}
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outlet
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{
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type patch;
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faces
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(
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(8 9 20 19)
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(9 10 21 20)
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);
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}
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upperWall
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{
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type wall;
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faces
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(
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(1 4 15 12)
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(4 7 18 15)
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(7 10 21 18)
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);
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}
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lowerWall
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{
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type wall;
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faces
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(
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(0 3 14 11)
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(3 2 13 14)
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(2 5 16 13)
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(5 8 19 16)
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);
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}
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frontAndBack
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{
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type empty;
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faces
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(
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(0 3 4 1)
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(2 5 6 3)
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(3 6 7 4)
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(5 8 9 6)
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(6 9 10 7)
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(11 14 15 12)
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(13 16 17 14)
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(14 17 18 15)
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(16 19 20 17)
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(17 20 21 18)
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);
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}
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);
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// ************************************************************************* //
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