Projective Glitch
This seminar explored the potential of geometric transformation through digital techniques in attempts to push those digital programs to their limits of projection, where they would then 'glitch' and produce something profoundly different and new.
The course began with distilling three segments of a classical Palladian plan, situating those line works as three sides of a cube. Extracting those curves as colliding solids and surface. Once the cube was created, the geometry was manipulated by extruding the curves along a twisting rail. These curved fragments were then collided and intersections were subtracted as extremely alien volumes. Finally a final assinment was designed to push our individual interest in the field.
I chose to create very simple 2D curve and generate a set of transformation steps that the curve/volume would go through. At the end, a new curve would be generated and run through the same steps five times in total. At the end a final Projected Geometry was created. This process was completed two times for two different starting curves.
PROFESSOR: Stefano Passeri
YEAR: Spring 2017
COURSE: Projective Glitch
*Selected for Accreditation
Studies in digital projection through geometric shifts
