Transforming Your Geometry
Modeling Approach
A mathematical transformation was applied to the controlling curve using a sine function. Points along the curve were displaced in the vertical (Z) direction based on sine values, creating a wave-like deformation. The modified points were then used to rebuild the curve, which drives the entire structure.
Design + Parameters
Additional parameters were introduced to control the transformation:
- Wave Height (Amplitude) controls the intensity of vertical deformation
- Frequency controls the number of waves along the curve
Adjusting these parameters allows the form to transition from a flat structure to a highly dynamic, undulating geometry. When the wave height is reduced to zero, the structure returns to its original form, demonstrating full parametric control.
Modeling a Parametric Structure
Modeling Approach
The structure is generated using a single controlling curve, which defines the overall form. Perpendicular frames are created along the curve, and three points (left, right, and top) are generated at each frame to construct arc-based ribs. These ribs are then turned into structural elements using pipe geometry, while a lofted surface creates a continuous skin across the structure.
Design + Parameters
The model is fully parametric and can be adjusted using several key inputs:
- Width controls the horizontal spread of the ribs
- Height controls the vertical rise of the structure
- Number of Ribs controls the density and spacing of structural elements
- Pipe Radius controls the thickness of structural members