Day 11 | Learn to animate in grasshopper: Task 1, 2 & 3

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Posted on: July 14th, 2020

Day 11 | Learn to animate in grasshopper: Task 1, 2 & 3

Date: 26.06.2020

 

Task 1

Software used: Rhinoceros 6, Grasshopper

Tools Used: Populate 2D, Sphere, Random, Construct Domain, Panel, Custom Preview, Bounds, Remap Numbers, Colour RGB, Multiplication, Deconstruct, Evaluate Curve.

This was a short exercise to learn to animate in grasshopper. For this spheres were generated at the populated random points. The colour condition was set as such that the smaller spheres were in black and as the size increased the shade changed to red colour, hence the largest spheres were in red.

Img.1 Spheres generated on populated random points.

 

Material assigned to the spheres, in this this case Red colour was assigned.

 

Final outcome.

 

Rendered view in rhino of the final outcome.

 

Task 2

Software used: Rhinoceros 6, Grasshopper, Kangaroo2

Tools Used: Series, Shift List, Graph Mapper, Construct Point, Nurbs Curve, Loft, Rectangle, Rectangular Array, Panel, BreplLine, Line SDL, Surface, Mesh Surface, Naked Vertices, Point, Mesh Edges, List Item, Pull Point, Smaller Than, Cull Pattern, Show, EdgeLengths, Wind, Anchor, Bouncy Solver, Button

This exercise was to generate a kinetic model in grasshopper. For this, a small script was done to understand the fundamentals of the components used to generate the model in grasshopper.

Rectangular surface generated and converted to mesh.

 

Naked points of the mesh were generated.

 

Wind flow being tested on the mesh using kangaroo2.

 

Final outcome of the mesh when regenerated after changing the intensity of the wind flow.

 

 

Task 3

Software used: Rhinoceros 6, Grasshopper

Tools Used: Hexagonal Cells, Curve, Point, Graft Tree, Evaluate curve, Explode, Curve Middle, Line, Move, Bounds, Remap Numbers, List Items, Join Curves, Polyline, Surface.

This exercise was to generate kinetic panels in grasshopper. The triangular kinetic panels were generated from the hexagonal cells.

Hexagonal cells generated in grasshopper.

 

Centroid point of the hexagon being moved in Z axis.

 

Curves generated by joining all the vertex points of all hexagon units to respective centroids.

 

panels generated in the hexagonal units.

 

Centre points of each curve of hexagon being moved inside of the hexagon.

 

Points joined to generate smaller triangulated surfaces.

 

Final outcome on evaluating the curve point of the triangulated surfaces.

 

Point on curve to evaluate curve through point attractor technique.

 

Attractor point assigned to the geometry.

 

Final outcome.

 

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