937 lines
16 KiB
C++
937 lines
16 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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convertToMeters 0.001;
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//square section
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//vertical in the lower cylinder
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//vertical in the upper cylindre
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//square section to perimeter
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//center
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//external
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vertices
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(
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( -12.8339880900537 -12.833988067018 0.0)
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( 12.8339880900537 -12.833988067018 0.0)
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( 12.8339880900537 12.833988067018 0.0)
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( -12.8339880900537 12.833988067018 0.0)
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( -12.8339880900537 -12.833988067018 66)
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( 12.8339880900537 -12.833988067018 66)
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( 12.8339880900537 12.833988067018 66)
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( -12.8339880900537 12.833988067018 66)
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( 25.6679761801074 -25.667976134036 0.0)
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( 25.6679761801074 25.667976134036 0.0)
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( 25.6679761801074 -25.667976134036 66)
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( 25.6679761801074 25.667976134036 66)
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( -25.6679761801074 -25.667976134036 0.0)
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( -25.6679761801074 25.667976134036 0.0)
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( -25.6679761801074 -25.667976134036 66)
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( -25.6679761801074 25.667976134036 66)
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( 27.2236111001139 -27.2236110512503 0.0) //16
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( 27.2236111001139 27.2236110512503 0.0)
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( 27.2236111001139 -27.2236110512503 66)
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( 27.2236111001139 27.2236110512503 66)
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( -27.2236111001139 -27.2236110512503 0.0)
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( -27.2236111001139 27.2236110512503 0.0)
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( -27.2236111001139 -27.2236110512503 66)
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( -27.2236111001139 27.2236110512503 66)
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( 58.336309500244 -58.3363093955363 0.0) //24
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( 58.336309500244 58.3363093955363 0.0)
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( 58.336309500244 -58.3363093955363 66)
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( 58.336309500244 58.3363093955363 66)
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( -58.336309500244 -58.3363093955363 0.0)
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( -58.336309500244 58.3363093955363 0.0)
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( -58.336309500244 -58.3363093955363 66)
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( -58.336309500244 58.3363093955363 66)
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( 77.7817460003253 -77.7817458607151 0.0) //32
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( 77.7817460003253 77.7817458607151 0.0)
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( 77.7817460003253 -77.7817458607151 66)
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( 77.7817460003253 77.7817458607151 66)
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( -77.7817460003253 -77.7817458607151 0.0)
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( -77.7817460003253 77.7817458607151 0.0)
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( -77.7817460003253 -77.7817458607151 66)
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( -77.7817460003253 77.7817458607151 66)
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( 58.336309500244 -58.3363093955363 313.5) //40
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( 58.336309500244 58.3363093955363 313.5)
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( -58.336309500244 -58.3363093955363 313.5)
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( -58.336309500244 58.3363093955363 313.5)
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( 77.7817460003253 -77.7817458607151 313.5) //44
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( 77.7817460003253 77.7817458607151 313.5)
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( -77.7817460003253 -77.7817458607151 313.5)
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( -77.7817460003253 77.7817458607151 313.5)
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( 27.2236111001139 -27.2236110512503 313.5) //48
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( 27.2236111001139 27.2236110512503 313.5)
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( -27.2236111001139 -27.2236110512503 313.5)
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( -27.2236111001139 27.2236110512503 313.5)
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( -12.8339880900537 -12.833988067018 313.5) //52
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( 12.8339880900537 -12.833988067018 313.5)
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( 12.8339880900537 12.833988067018 313.5)
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( -12.8339880900537 12.833988067018 313.5)
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( 25.6679761801074 -25.667976134036 313.5) //56
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( 25.6679761801074 25.667976134036 313.5)
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( -25.6679761801074 -25.667976134036 313.5)
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( -25.6679761801074 25.667976134036 313.5)
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( -12.8339880900537 -12.833988067018 561) //60
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( 12.8339880900537 -12.833988067018 561)
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( 12.8339880900537 12.833988067018 561)
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( -12.8339880900537 12.833988067018 561)
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( 25.6679761801074 -25.667976134036 561) //64
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( 25.6679761801074 25.667976134036 561)
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( -25.6679761801074 -25.667976134036 561)
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( -25.6679761801074 25.667976134036 561)
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( 58.336309500244 -58.3363093955363 561) //68
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( 58.336309500244 58.3363093955363 561)
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( -58.336309500244 -58.3363093955363 561)
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( -58.336309500244 58.3363093955363 561)
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( 27.2236111001139 -27.2236110512503 561) //72
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( 27.2236111001139 27.2236110512503 561)
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( -27.2236111001139 -27.2236110512503 561)
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( -27.2236111001139 27.2236110512503 561)
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( 77.7817460003253 -77.7817458607151 561) //76
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( 77.7817460003253 77.7817458607151 561)
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( -77.7817460003253 -77.7817458607151 561)
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( -77.7817460003253 77.7817458607151 561)
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( -12.8339880900537 -12.833988067018 660) //80
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( 12.8339880900537 -12.833988067018 660)
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( 12.8339880900537 12.833988067018 660)
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( -12.8339880900537 12.833988067018 660)
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( 25.6679761801074 -25.667976134036 660) //84
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( 25.6679761801074 25.667976134036 660)
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( -25.6679761801074 -25.667976134036 660)
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( -25.6679761801074 25.667976134036 660)
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( 58.336309500244 -58.3363093955363 660) //88
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( 58.336309500244 58.3363093955363 660)
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( -58.336309500244 -58.3363093955363 660)
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( -58.336309500244 58.3363093955363 660)
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( 27.2236111001139 -27.2236110512503 660) //92
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( 27.2236111001139 27.2236110512503 660)
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( -27.2236111001139 -27.2236110512503 660)
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( -27.2236111001139 27.2236110512503 660)
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( 77.7817460003253 -77.7817458607151 660) //96
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( 77.7817460003253 77.7817458607151 660)
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( -77.7817460003253 -77.7817458607151 660)
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( -77.7817460003253 77.7817458607151 660)
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);
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blocks
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(
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hex
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0 1 2 3
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4 5 6 7
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(7 7 5)
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simpleGrading (1 1 1)
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//quartier est
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hex
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(
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1 8 9 2
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5 10 11 6
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(8 7 5)
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simpleGrading (0.9 1 1)
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//quartier ouest
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hex
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(
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3 13 12 0
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(8 7 5)
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simpleGrading (0.9 1 1)
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//quartier sud
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hex
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(8 7 5)
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simpleGrading (0.9 1 1)
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//quartier nord
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hex
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2 9 13 3
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(8 7 5)
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simpleGrading (0.9 1 1)
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// **************************************
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// Fabrication couronne inférieure 4 et 5
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//ceinture est
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hex
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(
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)
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(1 7 5)
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simpleGrading (1 1 1)
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//ceinture ouest
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hex
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(
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13 21 20 12
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15 23 22 14
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)
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(1 7 5)
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simpleGrading (1 1 1)
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//ceinture sud
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hex
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(
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12 20 16 8
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14 22 18 10
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)
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(1 7 5)
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simpleGrading (1 1 1)
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//ceinture nord
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hex
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(
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9 17 21 13
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11 19 23 15
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)
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(1 7 5)
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simpleGrading (1 1 1)
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// Couronne inférieure externe
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//mi-couronne est
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hex
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16 24 25 17
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)
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(8 7 5)
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simpleGrading (1.1 1 1)
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//mi-couronne ouest
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hex
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(
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21 29 28 20
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)
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(8 7 5)
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simpleGrading (1.1 1 1)
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//mi-couronne sud
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hex
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(
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20 28 24 16
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22 30 26 18
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)
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(8 7 5)
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simpleGrading (1.1 1 1)
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//mi-couronne nord
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hex
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(
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17 25 29 21
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19 27 31 23
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)
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(8 7 5)
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simpleGrading (1.1 1 1)
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//mi-couronne est2
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hex
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(
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24 32 33 25
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26 34 35 27
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)
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(8 7 5)
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simpleGrading (0.9 1 1)
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//mi-couronne ouest2
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hex
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(
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29 37 36 28
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(8 7 5)
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simpleGrading (0.9 1 1)
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//mi-couronne sud2
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hex
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(
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28 36 32 24
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(8 7 5)
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simpleGrading (0.9 1 1)
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//mi-couronne nord2
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hex
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(
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25 33 37 29
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(8 7 5)
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simpleGrading (0.9 1 1)
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// LongBas
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//est
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hex
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(
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18 26 27 19
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48 40 41 49
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(8 7 25)
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simpleGrading (1.1 1 1)
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//ouest
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hex
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(
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23 31 30 22
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(8 7 25)
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simpleGrading (1.1 1 1)
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//sud
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hex
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(
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22 30 26 18
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(8 7 25)
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simpleGrading (1.1 1 1)
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//Nord
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hex
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19 27 31 23
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(8 7 25)
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simpleGrading (1.1 1 1)
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//square
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hex
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(
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4 5 6 7
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52 53 54 55
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)
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(7 7 25)
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simpleGrading (1 1 1)
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// est-in
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hex
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(
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5 10 11 6
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53 56 57 54
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)
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(8 7 25)
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simpleGrading (0.9 1 1)
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// ouest-in
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hex
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(
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7 15 14 4
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55 59 58 52
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)
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(8 7 25)
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simpleGrading (0.9 1 1)
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// sud-in
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hex
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(
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4 14 10 5
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52 58 56 53
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)
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(8 7 25)
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simpleGrading (0.9 1 1)
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// nord-in
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hex
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(
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6 11 15 7
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54 57 59 55
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)
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(8 7 25)
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simpleGrading (0.9 1 1)
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// Couronne exterieure longue
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// est
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hex
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(
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26 34 35 27
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40 44 45 41
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)
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(8 7 25)
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simpleGrading (0.9 1 1)
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// ouest
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hex
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(
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31 39 38 30
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43 47 46 42
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)
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(8 7 25)
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simpleGrading (0.9 1 1)
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// sud
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hex
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(
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30 38 34 26
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42 46 44 40
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)
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(8 7 25)
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simpleGrading (0.9 1 1)
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// nord
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hex
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(
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27 35 39 31
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41 45 47 43
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)
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(8 7 25)
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simpleGrading (0.9 1 1)
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// longHaut
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//square
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hex
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(
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52 53 54 55
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60 61 62 63
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)
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(7 7 25)
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simpleGrading (1 1 1)
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// est-in
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hex
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(
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53 56 57 54
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61 64 65 62
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)
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(8 7 25)
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simpleGrading (0.9 1 1)
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// ouest-in
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hex
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(
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55 59 58 52
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63 67 66 60
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)
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(8 7 25)
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simpleGrading (0.9 1 1)
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// sud-in
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hex
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(
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52 58 56 53
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60 66 64 61
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)
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(8 7 25)
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simpleGrading (0.9 1 1)
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// nord-in
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hex
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(
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54 57 59 55
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62 65 67 63
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)
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(8 7 25)
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simpleGrading (0.9 1 1)
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//est
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hex
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(
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48 40 41 49
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72 68 69 73
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)
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(8 7 25)
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simpleGrading (1.1 1 1)
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//ouest
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hex
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(
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51 43 42 50
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75 71 70 74
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)
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(8 7 25)
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simpleGrading (1.1 1 1)
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//sud
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hex
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(
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50 42 40 48
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74 70 68 72
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)
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(8 7 25)
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simpleGrading (1.1 1 1)
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//Nord
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hex
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(
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49 41 43 51
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73 69 71 75
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)
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(8 7 25)
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simpleGrading (1.1 1 1)
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// couronne externe haute
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// est
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hex
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(
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40 44 45 41
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68 76 77 69
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)
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(8 7 25)
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simpleGrading (0.9 1 1)
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// ouest
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hex
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(
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43 47 46 42
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71 79 78 70
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)
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(8 7 25)
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simpleGrading (0.9 1 1)
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// sud
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hex
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(
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42 46 44 40
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70 78 76 68
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)
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(8 7 25)
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simpleGrading (0.9 1 1)
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// nord
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hex
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(
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41 45 47 43
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69 77 79 71
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)
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(8 7 25)
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simpleGrading (0.9 1 1)
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// Bloc supérieur
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//square
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hex
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(
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60 61 62 63
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80 81 82 83
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)
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(7 7 10)
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simpleGrading (1 1 1)
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// est-in
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hex
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(
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61 64 65 62
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81 84 85 82
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)
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(8 7 10)
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simpleGrading (0.9 1 1)
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// ouest-in
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hex
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(
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63 67 66 60
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83 87 86 80
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)
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(8 7 10)
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simpleGrading (0.9 1 1)
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// sud-in
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hex
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(
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60 66 64 61
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80 86 84 81
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)
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(8 7 10)
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simpleGrading (0.9 1 1)
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// nord-in
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hex
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(
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62 65 67 63
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82 85 87 83
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)
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(8 7 10)
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simpleGrading (0.9 1 1)
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// Fabrication couronne supérieure 6 et 7
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//ceinture est
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hex
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(
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64 72 73 65
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84 92 93 85
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)
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(1 7 10)
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simpleGrading (1 1 1)
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|
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//ceinture ouest
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hex
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(
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67 75 74 66
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87 95 94 86
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)
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(1 7 10)
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simpleGrading (1 1 1)
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//ceinture sud
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hex
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(
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66 74 72 64
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86 94 92 84
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)
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|
(1 7 10)
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simpleGrading (1 1 1)
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|
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//ceinture nord
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hex
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(
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65 73 75 67
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85 93 95 87
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)
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(1 7 10)
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simpleGrading (1 1 1)
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//est
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hex
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(
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72 68 69 73
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92 88 89 93
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)
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(8 7 10)
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simpleGrading (1.1 1 1)
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//ouest
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hex
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(
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75 71 70 74
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95 91 90 94
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)
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(8 7 10)
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simpleGrading (1.1 1 1)
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//sud
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hex
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(
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74 70 68 72
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94 90 88 92
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)
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(8 7 10)
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simpleGrading (1.1 1 1)
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|
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//Nord
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hex
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(
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73 69 71 75
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93 89 91 95
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)
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(8 7 10)
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simpleGrading (1.1 1 1)
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|
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// couronne externe
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// est
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hex
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(
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68 76 77 69
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88 96 97 89
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)
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(8 7 10)
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simpleGrading (0.9 1 1)
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|
|
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// ouest
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hex
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(
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71 79 78 70
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91 99 98 90
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)
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(8 7 10)
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simpleGrading (0.9 1 1)
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|
|
|
// sud
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|
hex
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|
(
|
|
70 78 76 68
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|
90 98 96 88
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)
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|
(8 7 10)
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simpleGrading (0.9 1 1)
|
|
|
|
// nord
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|
hex
|
|
(
|
|
69 77 79 71
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|
89 97 99 91
|
|
)
|
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(8 7 10)
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|
simpleGrading (0.9 1 1)
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|
);
|
|
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|
edges
|
|
(
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|
arc 8 9 (36.3 0.0 0.0)
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arc 10 11 (36.3 0.0 66)
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arc 13 12 (-36.3 0.0 0.0)
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arc 15 14 (-36.3 0.0 66)
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arc 12 8 (0.0 -36.3 0.0)
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|
arc 14 10 (0.0 -36.3 66)
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|
arc 9 13 (0.0 36.3 0.0)
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|
arc 11 15 (0.0 36.3 66)
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arc 16 17 (38.5 0.0 0.0)
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arc 18 19 (38.5 0.0 66)
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|
arc 21 20 (-38.5 0.0 0.0)
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|
arc 23 22 (-38.5 0.0 66)
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|
arc 20 16 (0.0 -38.5 0.0)
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|
arc 22 18 (0.0 -38.5 66)
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|
arc 17 21 (0.0 38.5 0.0)
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arc 19 23 (0.0 38.5 66)
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arc 24 25 (82.5 0.0 0.0)
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|
arc 26 27 (82.5 0.0 66)
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|
arc 28 29 (-82.5 0.0 0.0)
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|
arc 30 31 (-82.5 0.0 66)
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|
arc 28 24 (0.0 -82.5 0.0)
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|
arc 30 26 (0.0 -82.5 66)
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|
arc 25 29 (0.0 82.5 0.0)
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|
arc 27 31 (0.0 82.5 66)
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|
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|
arc 32 33 (110 0.0 0.0)
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|
arc 34 35 (110 0.0 66)
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|
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|
arc 37 36 (-110 0.0 0.0)
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|
arc 39 38 (-110 0.0 66)
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|
|
|
arc 36 32 (0.0 -110 0.0)
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|
arc 38 34 (0.0 -110 66)
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|
|
|
arc 33 37 (0.0 110 0.0)
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|
arc 35 39 (0.0 110 66)
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|
|
|
arc 48 49 (38.5 0.0 313.5)
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|
arc 40 41 (82.5 0.0 313.5)
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|
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|
arc 51 50 (-38.5 0.0 313.5)
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|
arc 43 42 (-82.5 0.0 313.5)
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|
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|
arc 42 40 (0.0 -82.5 313.5)
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|
arc 50 48 (0.0 -38.5 313.5)
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|
|
|
arc 41 43 (0.0 82.5 313.5)
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|
arc 49 51 (0.0 38.5 313.5)
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|
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|
arc 56 57 (36.3 0.0 313.5)
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|
arc 58 59 (-36.3 0.0 313.5)
|
|
|
|
arc 58 56 (0.0 -36.3 313.5)
|
|
arc 57 59 (0.0 36.3 313.5)
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|
|
|
arc 44 45 (110 0.0 313.5)
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|
arc 46 47 (-110 0.0 313.5)
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|
|
|
arc 46 44 (0.0 -110 313.5)
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|
arc 45 47 (0.0 110 313.5)
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|
|
|
arc 64 65 (36.3 0.0 561)
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|
arc 67 66 (-36.3 0.0 561)
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|
|
|
arc 64 66 (0.0 -36.3 561)
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|
arc 65 67 (0.0 36.3 561)
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|
|
|
arc 72 73 (38.5 0.0 561)
|
|
arc 68 69 (82.5 0.0 561)
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|
|
|
arc 70 71 (-82.5 0.0 561)
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|
arc 74 75 (-38.5 0.0 561)
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|
|
|
arc 72 74 (0.0 -38.5 561)
|
|
arc 68 70 (0.0 -82.5 561)
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|
|
|
arc 73 75 (0.0 38.5 561)
|
|
arc 69 71 (0.0 82.5 561)
|
|
|
|
arc 68 69 (82.5 0.0 561)
|
|
arc 76 77 (110 0.0 561)
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|
|
|
arc 78 79 (-110 0.0 561)
|
|
arc 76 78 (0.0 -110 561)
|
|
|
|
arc 77 79 (0.0 110 561)
|
|
arc 84 85 (36.3 0.0 660)
|
|
|
|
arc 86 87 (-36.3 0.0 660)
|
|
arc 84 86 (0.0 -36.3 660)
|
|
|
|
arc 85 87 (0.0 36.3 660)
|
|
arc 92 93 (38.5 0.0 660)
|
|
|
|
arc 94 95 (-38.5 0.0 660)
|
|
arc 94 92 (0.0 -38.5 660)
|
|
|
|
arc 93 95 (0.0 38.5 660)
|
|
arc 88 89 (82.5 0.0 660)
|
|
|
|
arc 90 91 (-82.5 0.0 660)
|
|
arc 88 90 (0.0 -82.5 660)
|
|
|
|
arc 89 91 (0.0 82.5 660)
|
|
arc 96 97 (110 0.0 660)
|
|
|
|
arc 98 99 (-110 0.0 660)
|
|
arc 98 96 (0.0 -110 660)
|
|
|
|
arc 97 99 (0.0 110 660)
|
|
);
|
|
|
|
|
|
defaultPatch
|
|
{
|
|
name walls;
|
|
type wall;
|
|
}
|
|
|
|
boundary
|
|
(
|
|
inlet
|
|
{
|
|
type patch;
|
|
faces
|
|
(
|
|
(0 1 2 3)
|
|
(1 8 9 2)
|
|
(2 9 13 3)
|
|
(3 13 12 0)
|
|
(0 12 8 1)
|
|
);
|
|
}
|
|
|
|
outlet
|
|
{
|
|
type patch;
|
|
faces
|
|
(
|
|
(80 81 82 83)
|
|
(81 84 85 82)
|
|
(83 87 86 80)
|
|
(80 86 84 81)
|
|
(82 85 87 83)
|
|
|
|
(84 92 93 85)
|
|
(87 95 94 86)
|
|
(86 94 92 84)
|
|
(85 93 95 87)
|
|
|
|
(92 88 89 93)
|
|
(95 91 90 94)
|
|
(94 90 88 92)
|
|
(93 89 91 95)
|
|
|
|
(88 96 97 89)
|
|
(91 99 98 90)
|
|
(90 98 96 88)
|
|
(89 97 99 91)
|
|
);
|
|
}
|
|
);
|