WbPrism, wbAntiPrism, wbPyramid, wbDiPyramid Each face has the same number of sides as the original one. Replaces each original mesh face with a new one, reconstructed on the inside. The resulting mesh always consists of quad faces, and can be used to compute a Sierpinski carpet. Computes a new mesh with higher naked edge count, where each face has a new hole in the center. The resulting mesh always consists of quad faces.Ĭarpet ( wbCarpet). Computes a new mesh with higher naked edge count, where each face has a new hole in the center and resembles a picture frame. The mesh will have one more hole per face.įrame ( wbFrame). Places a triangle in each corner of a mesh face. Sierpinsky Triangles subdivision ( wbSierpinskyTriangle).

Caps the remaining hole with Sierpinski triangles. Places a new face departing from the middle of each original face edge. Split mesh with inner face ( wbSplitPolygons). The resulting mesh always consists of triangular faces. Calculates the type of mesh-based recursive subdivision described by Charles Loop, at first in his Mathematics thesis in 1987. It is topologically equivalent to the Catmull-Clark subdivision. Calculates a new mesh, which is formed of only quads and generally appears similar to the old one, except that it is welded. The resulting mesh always consists of quadrilaterals. Calculates the type of mesh-based recursive subdivision described by Edwin Catmull and Jim Clark, at first in 1978. (Alternative download available if you don’t have admin rights).Ĭatmull-Clark smoothing ( wbCatmullClark). To install, right click, choose “save as…” and then double click the file to launch the installer.

Please upgrade to this version if you are using any earlier releases. Download Weaverbird for Rhino 4+5 Works only in Rhino 4+5 and Grasshopper 0.9.gh file and Rhino will use the “Package Manager” to install Weaverbird. Download Weaverbird for Rhino 6+7 Open this.Instead of doing the work repeatedly, or sometimes using complicated scripts, this plug-in reconstructs the shape, subdivides any mesh, even made by polylines, and helps preparing for fabrication. Weaverbird is a topological modeler that contains many of the known subdivision and transformation operators, readily usable by designers.

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