Parametric-design-solutions

Tessellations
here - studies of the Penrose pattern, generated with an L-system script
Tessellations
the Penrose pattern, generated with an L-system script, here with Ammann-Bars
Tessellations
the Penrose pattern, generated with an L-system script, here with its fractal structure
Tessellations
the Penrose pattern, generated with an L-system script, and a custom-made prototile spread across the tessellation.
Solid adjustments
here - studies of mitres on a solid structure
Solid adjustments
here - studies of mitres on a solid structure
3d-tessellations
here - hexagonal pattern with a section of a sphere as a prototile
3d-tessellations
here - a woven pattern
Physics simulations
here - a tent structure based on tension and integrity
Surface manipulation
here - a surface receiving a parametrically changeable topography
Orientation / adjustment
here - surface analysis rendering a parametrically changeable set of planes where every mapped object is controllable
Surface reconstruction
creating a new parametric, continuous surface based on imported geometries
Fredrik Skåtar continuously researches on geometrical solutions to design problems, foremost aided by Grasshopper for Rhinoceros 3d PARAMETRIC DESIGNarrow_drop_down