The Challenge: Breaking the Grid
The project began with an initial architectural assignment involving a perforated metal facade. The original design intent relied on three distinct panel templates, each featuring a fixed density of triangular perforations. When distributed across the building envelope, these three static types created a “stepped” or discontinuous gradient. While the logic was functional, the visual result was blocky, lacking the fluidity required for the building’s aesthetic, creating abrupt transitions rather than a cohesive flow.

   The Solution: Procedural Logic in Grasshopper
To resolve this, I utilized Grasshopper to shift the workflow from a manual arrangement of blocks to a procedural surface generation. Instead of tiling the three pre-set panel types, I generated a continuous “full pattern” of triangles across the entire area of interest. I then developed a culling algorithm that selectively removed specific triangles based on a gradient logic. This setup calculated the density relative to the center of the geometric clusters, allowing the pattern to fade out organically toward the edges.

   The Result: A Seamless Transition
The final application successfully replaced the original “jumpy” distribution with a precise, smooth gradient. By computationally controlling the existence of every single perforation hole rather than relying on pre-made sheets, the facade transformed into a continuous, non-repetitive surface. This exercise demonstrates the capacity of parametric design to refine architectural concepts, turning a segmented constraint into an elegant, monolithic visual expression