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Henry authored446e5777
/*--------------------------------*- C++ -*----------------------------------*\
| ========= | |
| \\ / F ield | OpenFOAM: The Open Source CFD Toolbox |
| \\ / O peration | Version: dev |
| \\ / A nd | Web: www.OpenFOAM.org |
| \\/ M anipulation | |
\*---------------------------------------------------------------------------*/
// Foam Dictionary.
// * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * //
14
(
unknown
{
index 0;
numberOfPoints 0;
faces 0();
edges 0();
}
hex
{
index 3;
numberOfPoints 8;
faces
6
(
4(0 4 7 3) // x-min
4(1 2 6 5) // x-max
4(0 1 5 4) // y-min
4(3 7 6 2) // y-max
4(0 3 2 1) // z-min
4(4 5 6 7) // z-max
);
edges
12
(
(0 1) // x-direction
(3 2)
(7 6)
(4 5)
(0 3) // y-direction
(1 2)
(5 6)
(4 7)
(0 4) // z-direction
(1 5)
(2 6)
(3 7)
);
}
wedge
{
index 4;
numberOfPoints 7;
faces
6
(
3(0 2 1) 4(3 4 5 6)
3(0 3 6)
4(1 2 5 4)
4(0 1 4 3)
4(0 6 5 2)
);
edges
11
(
(0 1)
(1 2)
(0 2)
(0 3)
(0 6)
(2 5)
(1 4)
(3 4)
(3 6)
(4 5)
(5 6)
);
}
prism
{
index 5;
numberOfPoints 6;
faces
5
(
3(0 2 1) // Bottom triangle
3(3 4 5) // Top triangle
4(0 3 5 2) // Three side quadrilaterals
4(1 2 5 4)
4(0 1 4 3)
);
edges
9
(
(0 2)
(0 1)
(1 2)
(3 5)
(4 5)
(3 4)
(0 3)
(1 4)
(2 5)
);
}
pyr
{
index 6;
numberOfPoints 5;
faces
5
(
// Base
4(0 3 2 1)
// Sides
3(0 4 3) 3(3 4 2)
3(1 2 4)
3(0 1 4)
);
edges
8
(
(0 1)
(1 2)
(2 3)
(0 3)
(0 4)
(1 4)
(2 4)
(3 4)
);
}
tet
{
index 7;
numberOfPoints 4;
faces
4
(
3(1 2 3)
3(0 3 2)
3(0 1 3)
3(0 2 1)
);
edges
6
(
(0 1)
(0 2)
(0 3)
(3 1)
(1 2)
(3 2)
);
}
tetWedge
{
index 9;
numberOfPoints 5;
faces
4
(
3(0 2 1)
3(0 1 3)
4(0 3 4 2)
4(1 2 4 3)
);
edges
7
(
(0 1)
(1 2)
(0 2)
(3 4)
(0 3)
(1 3) (2 4)
);
}
// * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * //
// split-hex. Used for embedded refinement
splitHex
{
index 8;
numberOfPoints 10;
faces
7
(
4(9 3 0 8) // x-min1
4(7 9 8 4) // x-min2
4(5 1 2 6) // x-max
4(4 0 1 5) // y-min
4(2 3 7 6) // y-max
4(3 2 1 0) // z-min
4(7 4 5 6) // z-max
);
edges
17
(
(0 1) // x-direction
(3 2)
(7 6)
(4 5)
(0 3) // y-direction
(8 9)
(4 7)
(5 6)
(1 2)
(0 4) // z-direction
(0 8)
(4 8)
(1 5)
(2 6)
(3 7)
(3 9)
(7 9)
);
}
// * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * //
// SAMM cell types
sammTrim1
{
index 11;
numberOfPoints 10;
faces
7
(
4(2 3 8 7) // x-min
5(0 1 6 5 4) // x-max
4(2 1 0 3) // y-min
5(7 8 9 5 6) // y-max
4(2 7 6 1) // z-min
5(3 0 4 9 8) // z-max
3(4 5 9) // cut
);
edges
15 (
(2 1) // x-direction
(3 0)
(8 9)
(7 6)
(2 7) // y-direction
(3 8)
(0 4)
(1 6)
(2 3) // z-direction
(7 8)
(6 5)
(1 0)
(4 5) // other
(5 9)
(10 5)
);
}
sammTrim2
{
index 12;
numberOfPoints 10;
faces
7
(
4(2 3 8 7) // x-min
4(1 6 5 0) // x-max
5(2 1 0 4 3) // y-min
5(7 8 9 5 6) // y-max
4(2 7 6 1) // z-min
4(3 4 9 8) // z-max
4(0 5 9 4) // other
);
edges
15
(
(2 1) // x-direction
(3 4)
(8 9)
(7 6)
(2 7) // y-direction
(3 8)
(4 9)
(0 5)
(1 6)
(2 3) // z-direction
(7 8)
(6 5)
(1 0)
(9 5) // other
(4 0)
);
}
sammTrim3
{
index 13;
numberOfPoints 10;
faces
7
(
5(2 3 9 8 7) // x-min
4(1 5 4 0) // x-max
4(2 1 0 3) // y-min 3(7 8 6) // y-max
5(2 7 6 5 1) // z-min
4(3 0 4 9) // z-max
5(4 5 6 8 9) // other
);
edges
15
(
(2 1) // x-direction
(3 0)
(7 6)
(2 7) // y-direction
(3 9)
(0 4)
(1 5)
(2 3) // z-direction
(1 0)
(8 7)
(8 9) // other
(9 4)
(4 5)
(5 6)
(6 8)
);
}
sammTrim4
{
index 14;
numberOfPoints 10;
faces
7
(
5(0 2 6 5 1) // x-min
3(3 9 8) // x-max
5(0 3 8 7 2) // y-min
3(1 5 4) // y-max
5(0 1 4 9 3) // z-min
3(2 7 6) // z-max
6(4 5 6 7 8 9) // other
);
edges
15
(
(0 3) // x-direction
(1 4)
(2 7)
(0 1) // y-direction
(2 6)
(3 9)
(0 2) // z-direction
(3 8)
(1 5)
(4 5) // other
(5 6)
(6 7)
(7 8)
(8 9)
(9 4)
);
}
sammTrim5
{
index 15; numberOfPoints 8;
faces
6
(
4(2 3 7 6) // x-min
3(1 5 0) // x-max
5(2 1 0 4 3) // y-min
4(2 6 5 1) // z-min
3(3 4 7) // z-max
5(0 5 6 7 4) // other
);
edges
12
(
(2 1) // x-direction
(3 4)
(2 6) // y-direction
(3 7)
(1 5)
(2 3) // z-direction
(1 0)
(0 5) // other
(5 6)
(6 7)
(7 4)
(4 0)
);
}
// Equal to sammTrim8
hexagonalPrism
{
index 18;
numberOfPoints 12;
faces
8
(
6(0 5 4 3 2 1) // bottom
6(6 7 8 9 10 11) // top
4(0 1 7 6) // sides
4(1 2 8 7)
4(2 3 9 8)
4(3 4 10 9)
4(4 5 11 10)
4(5 0 6 11)
);
edges
18
(
(0 1) // bottom
(1 2)
(2 3)
(3 4)
(4 5)
(5 0)
(6 7) // top
(7 8)
(8 9)
(9 10)
(10 11)
(11 6)
(0 6) // sides
(1 7)
(2 8)
(3 9)
(4 10) (5 11)
);
}
)
// ************************************************************************* //