cellModels

/*--------------------------------*- C++ -*----------------------------------*\
| =========                 |                                                 |
| \\      /  F ield         | OpenFOAM: The Open Source CFD Toolbox           |
|  \\    /   O peration     | Version:  v1806                                 |
|   \\  /    A nd           | Web:      www.OpenFOAM.com                      |
|    \\/     M anipulation  |                                                 |
\*---------------------------------------------------------------------------*/

// An OpenFOAM dictionary of cellModels.
// The index and name must match those listed in the cellModel class.

// * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * //

9
(

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)
    );
}


// * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * //
// Other somewhat exotic types

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)
    );
}

)


// ************************************************************************* //