Heliconia Rostrata

In this project, I explored the design of a pavilion inspired by the anatomy of the Heliconia rostrata plant, using Rhino 3D and Grasshopper to translate its organic forms into a computationally optimized structure. By leveraging the physics simulation capabilities of the Kangaroo plugin, I was able to mimic the natural forces of tension, compression, and bending that shape the plant’s leaves and bracts. Through iterative form-finding, the pavilion evolved as a series of flexible, modular components, allowing for both aesthetic complexity and structural efficiency. The parametric design process allowed me to create a self-supporting framework that not only reflects the plant's delicate, organic geometry but also ensures material efficiency and stability. This project demonstrates the power of computational design to transform natural biomimicry into an innovative architectural solution.

Grasshopper script - KANGAROO

Kangaroo is a plugin for Grasshopper in Rhino 3D that enables physical simulations within the design process. It is widely used for form-finding and optimization, allowing users to simulate forces such as gravity, tension, and pressure on a geometry. Kangaroo is particularly useful for structural analysis, mesh relaxation, and creating responsive systems, as it can simulate the behavior of materials under various physical constraints. The core function of Kangaroo is to apply forces and constraints to a set of geometry points or objects, iterating through these interactions until the system reaches a state of equilibrium or other desired conditions. It can be used for a variety of tasks

Grasshopper script - CURVE ATTRACTOR

A Curve Attractor in Grasshopper for Rhino is a powerful design tool that enables geometry to be influenced by the proximity of a reference curve. By measuring the distance between points and an attractor curve, you can dynamically control various properties of geometry, such as size, density, or orientation. For example, points or shapes can be scaled or arranged based on their distance from the curve, creating patterns that evolve naturally in response to this interaction. This technique is ideal for creating organic, responsive designs, where the geometry subtly shifts and adapts, producing complex forms with minimal input. Through distance-based manipulation, a Curve Attractor provides an intuitive way to integrate parametric control into your designs, allowing for highly customizable and visually engaging outcomes.