Surface to Spaceframe
In this Grasshopper tutorial, we will learn how to use the Lunchbox plugin to convert a NURBS surface into a parametric truss and place columns at the corners.
Algorithm by Mohammad Yazdi
Duration : 10 Minutes
In this Grasshopper example file, you will deform a snowflake mesh on a closed boundary curve by defining a point attractor using the Nautilus plugin.
In this Grasshopper example file, you will fillet the edges of multiple intersecting closed Breps under parametric conditions using the Fillet Edge component.
In this Grasshopper tutorial, you will create a parametric wall or ceiling using diamond panels from the LunchBox plugin and a base surface influenced by point or curve attractors.
In this Grasshopper example file, you will design a parametric truss while learning how to use the "Relative Items" component.
In this Grasshopper tutorial, you will create a parametric vase by twisting a morphed form on a NURBS surface and controlling the details of the final mesh.
In this Grasshopper Kangaroo example file, you will design a parametric shell by defining planar curves as boundaries, creating holes within it, and specifying the fixed parts' locations to anchor it to the ground.
In this Grasshopper example file, you will design a parametric facade on a rectangular surface, where circles fuse together to create a pattern controlled by points.
In this Grasshopper Dendro tutorial, you will create a series of contours from a mesh generated by fields with point attractors.
In this Grasshopper example file, you will apply the Belousov–Zhabotinsky reaction to a sphere mesh and deform its vertices based on the colors using a Graph Mapper.
In this Grasshopper example file, you will design a parametric Voronoi facade using the Voronoi 3D component, with added control over the design through point attractors.
In this Grasshopper Dendro tutorial, you will create a 3D weaving pattern on a NURBS surface by defining a parametrically controllable unit module.
In this Grasshopper example file, you will design a series of parametric rectangular structures oriented along a planar curve path, with the path's height controlled by a Graph Mapper.
In this Grasshopper Kangaroo example file, you will learn how to deform a parametric mesh using a series of inner points within a rectangle and then remove those points to create holes in the final mesh.
In this Grasshopper Dendro tutorial, you will create a parametric vase using a series of graph-mapper-controlled polygons and non-linear voxelization of curves with the Dendro plugin.
In this Grasshopper example file, you will learn how to design a parametric polar shell using the Graph Mapper and Arc SED components.
In this Grasshopper example file, you will design a parametric waffle chair by contouring it in two perpendicular directions and creating solids with two-way slits as the final result.
In this Grasshopper example file, you will design a parametric building with freeform balconies using the "Noise on Mesh" component from the Nautilus plugin.
In this Grasshopper example file, you will learn how to design a parametric pavilion by rotating a series of arcs around one another.
In this Grasshopper example file, you will learn how to design a parametric box pavilion using a NURBS surface and column locations as points.
In this Grasshopper Kangaroo tutorial, you will create a series of expanding balloon meshes within a boundary and then voxelize them using the Dendro plugin.
In this Grasshopper Kangaroo tutorial, you will create a series of parametric circles for circle packing on a NURBS surface, controlled by point attractors that indicate the minimum and maximum radius.
In this Grasshopper example file, you will learn how to use the Evaluate Curve component to deform a mesh based on distance.
In this Grasshopper example file, you will learn how to use the Noise Oscillator from the Heteroptera plugin to deform a mesh.
In this Grasshopper tutorial, you will create a parametric wall from a series of curves within a rectangle. You can control the number of contour sections, their thickness, and the holes created within the form.
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