This Grasshopper definition uses a grid of points to generate a series of curves that respond to an attractor point.  This definition is a great example of using really simple and basic concepts of parametrics to accomplish a more complicated goal.  Essentially, all this definition is composed of is an attractor point that adjusts the curvature of a plane and an attractor point that adjusts the radius of circles that are projected onto that surface.  The small bit of vbscript at the end is used to split the circles from the surface.

Note:Version of Grasshopper Needed-(Grasshopper 0.6.0019)

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I’ve just uploaded a new tutorial based around the grasshopper plug-in for rhino, Louver Tutorial.  For those who don’t know about grasshopper, visit this link (Grasshopper).  In short, grasshopper is a plug-in for rhino that is used to generate parametric objects.  Its more or less a playground for creating relationships between geometries.  In the tutorial, I explain by example how to decompose a surface in order to map points along it.  These points become the start of a louver system, in which all kinds of relationships could be created to organize their generation. 

Note:Version of Grasshopper Needed-(Grasshopper 0.6.0019)

These are the iterations of the previously discussed grasshopper definition.  The system on the left has its ratios(see first article) set to change at each iteration starting at .3 moving towards .8 and then returning to .3 at even intervals.  The system on the right is used as a control it is permanently set to .5.

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