addVoid

Create void regions inside 3-D geometry

Since R2021a

collapse all in page

    Syntax

    g3 = addVoid(g1,g2)

    Description

    g3 = addVoid(g1,g2) creates void regions inside g1 using all cells of g2. All cells of the geometry g2 must be contained inside one cell of the geometry g1. Ensure that the geometries do not have enclosed cavities and do not intersect one another.

    Note

    After modifying a geometry, always call generateMesh to ensure a proper mesh association with the new geometry.

    example

    Examples

    collapse all

    Open Live Script

    Create and plot a geometry.

    g1 = multicuboid(2,2,2,"Zoffset",-1);
pdegplot(g1,"CellLabels","on","FaceAlpha",0.5)

    Figure contains an axes object. The axes object contains 6 objects of type quiver, text, patch, line.

    Import and plot another geometry.

    g2 = importGeometry("DampingMounts.stl");
pdegplot(g2,"CellLabels","on","FaceAlpha",0.5)

    Figure contains an axes object. The axes object contains 6 objects of type quiver, text, patch, line.

    Scale and move the second geometry to fit entirely within the cube g1.

    g2 = scale(g2,[1/1500 1/1500 1/100]);
g2 = translate(g2,[-0.5 -0.5 -0.5]);

    Plot the result.

    pdegplot(g2,"CellLabels","on","FaceAlpha",0.5)

    Figure contains an axes object. The axes object contains 6 objects of type quiver, text, patch, line.

    Create void regions inside the cube using the cells of the geometry g2. Plot the result.

    g3 = addVoid(g1,g2);
pdegplot(g3,"CellLabels","on","FaceAlpha",0.4)

    Figure contains an axes object. The axes object contains 6 objects of type quiver, text, patch, line.

    Input Arguments

    collapse all

    3-D geometry, specified as an fegeometry object or a DiscreteGeometry object.

    3-D geometry, specified as an fegeometry object or a DiscreteGeometry object.

    Output Arguments

    collapse all

    Resulting 3-D geometry, returned as an fegeometry object or a DiscreteGeometry object. If both g1 and g2 are DiscreteGeometry objects, the resulting geometry g3 is also a DiscreteGeometry object. Otherwise, it is an fegeometry object.

    Version History

    Introduced in R2021a

    expand all

    See Also

    Functions

    Objects