#Mathematica
Mathematica
#Mathematica
Mathematica
A Voronoi mesh or diagramVoronoi diagram looks like this drawing, from Wikipedia, showing 19 cells, each containing a single generatingseed point. A cell consists of the subregion of points which the respective generating point is closestcloser to than any of the other seed points.
A Voronoi mesh or diagram looks like this drawing, from Wikipedia, showing 19 cells, each containing a single generating point. A cell consists of the subregion of points which the respective generating point is closest to.
A Voronoi diagram looks like this drawing, from Wikipedia, showing 19 cells, each containing a single seed point. A cell consists of the subregion of points which the respective generating point is closer to than any of the other seed points.
It uses the polygon primitives (in 2D) in the diagram to build polyhedra (in 3D). Imagine that each polygon has, just under it, a translation (in the-.08 in z dimension), an identical polygon of itself. Think of themthe two polygons as the upper and lower face of a polyhedron. "Side faces" are then added to complete the polyhedron.
It uses the polygon primitives (in 2D) in the diagram to build polyhedra (in 3D). Imagine that each polygon has, just under it (in the z dimension), an identical polygon. Think of them as the upper and lower face of a polyhedron. "Side faces" are then added to complete the polyhedron.
It uses the polygon primitives (in 2D) in the diagram to build polyhedra (in 3D). Imagine that each polygon has, just under it, a translation (-.08 in z) of itself. Think of the two polygons as the upper and lower face of a polyhedron. "Side faces" are then added to complete the polyhedron.