Rectangle to Surface

In this Grasshopper Script, You can convert a rectangle (or any 4-sided polygon) to a Nurbs surface and then extract the U, V Curves.

3D Printing Clay

3D printing ceramics has inspired a new generation of artists, sculptors, and architects attracted to the ornate and exceptionally detailed shapes that would be impossible or too labor intensive using traditional ceramic processes.

Differential Growth Pavilion

In this grasshopper example, you can generate a Differential Growth Pattern on a base mesh using the Kangaroo Plugin

Voronoi Box

In this grasshopper example, you can generate a window-like mesh from 3D voronoi cells inside a box.

Circle Packing

In geometry, circle packing is the study of the arrangement of circles on a given surface. In this video, you can see an overview of Circle Packing.

Parakeet Mobius Pattern

In this grasshopper example, you can generate a parametric pattern on a Mobius Surface using the Parakeet Plugin.

Attractor Field

In this Grasshopper example file, you can use the “Point Field +” component combined with the “Point Voxel” Component to model a parametric field and convert it into a voxelized mesh. You have to install the Dendro Plugin to get the final results.

Doyle spiral

In this Grasshopper example file written by Seghier Khaled, you can model a parametric Doyle spiral.

Pufferfish Surface Grid

In this grasshopper example file, you can model a parametric variable grid on a surface using the Pufferfish plugin.

Lunchbox Hexagonal

In this Grasshopper example file, you can model a parametric hexagonal structure using the Lunchbox plugin combined with multi-pipe and Mesh+.

Multipipe Array

In this Grasshopper example file you can use the Array Curve + component to make an array of curves and then use the Multipipe component to convert it into a smooth SubD shape.

Chaotic Pattern

In this Grasshopper Example File, you can model a Three Scroll Unified Chaotic pattern with Using the Chimpanzee Plugin.

Minimal Surface

Minimal surfaces are defined as surfaces with zero mean curvature.Minimal surfaces may also be characterized as surfaces of minimal surface area for given boundary conditions.

Halvorsen Pattern

In this Grasshopper Example File, you can model a Halvorsen 3D pattern by Using the Chimpanzee Plugin and combining it with the Dendro plugin.

Axolotl Random Cube

In this Grasshopper Example File, you can model a voxelized mesh cube with random holes using the Axolotl plugin.

Mirror Mesh

In this Grasshopper Example File, you can use the Pufferfish plugin combined with the Dendro to model a mirrored Mesh 3D pattern.

Islamic Pattern

The geometric patterns in Islamic tile consist of simple shapes that are combined, interlaced, duplicated, and laid out in complex designs.

Circle Packing T-Shirt

In this Grasshopper Example File, you can model a parametric t-shirt covered with circles using the Kangaroo plugin and the circle packing components.

Fractal Tree

In computer science, a fractal tree index is a tree data structure that keeps data sorted and allows searches and sequential access in the same time as a B-tree but with insertions and deletions that are asymptotically faster than a B-tree.

Radial Waffle Table

In this Grasshopper Example File, you can model a parametric radial table and then use the Open nest plugin to extract the curves for fabrication.

Circle Packing Boundary

In this grasshopper example, you can generate a series of circles with variable radius inside a planar boundary.

Kangaroo Waffle Table

In this Grasshopper Example File, you can model a parametric table by defining two curves and using the Kangaroo plugin to generate a relaxing mesh form.

Circle Packing Image

In this Grasshopper Example File, you can control a series of circles by using a parametric colored mesh and using the Kangaroo Plugin.

Space Filling curves

A space-filling curve maps a 1-dimensional space onto a higher-dimensional space, the unit interval onto the unit square.

Circle Packing Attractor

In this Grasshopper Example File, you can generate a series of spheres by defining an initial curve and point attractors and also a boundary curve. The radius of the spheres will be increased until they hit the boundary and collide together.