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5. Hexagonal Grids
This series of works was inspired by an original idea I had involving hexagonal tilings. At its core, the project explored the dynamic possibilities of hexagonal geometries by creating a system that allowed me to continuously and dynamically adjust the lengths in the three component directions of the tiling. This approach transformed the static nature of traditional hexagonal grids into something fluid and alive, enabling endless variations and unique patterns to emerge.
The process was an intricate interplay of structure and flexibility. By manipulating the tiling's geometry in real time, I could explore how the adjustments affected symmetry, density, and overall composition. The system became a playground for creative experimentation, where subtle parameter changes resulted in vastly different visual outcomes. The resulting works showcased the versatility of hexagonal forms and revealed the beauty of their transformations, bridging the gap between mathematical structure and artistic expression.
Building on the dynamic possibilities of hexagonal tilings, I extended my exploration into how this underlying structure could translate into other forms. In three dimensions, I envisioned the tiling as tubes and columns, transforming the planar geometry into sculptural and architectural constructs. These experiments revealed how the inherent symmetry and modularity of hexagons could create visually compelling and structurally sound 3D forms.
In two dimensions, I investigated how hexagonal frameworks could inform compositions of circles and even letters, pushing the tiling beyond its geometric roots into the realm of graphic design and typography.
These studies allowed me to explore the versatility of hexagonal tilings as a foundation for creating connections across disciplines, from spatial design to visual communication. The results reflected the transformative power of this mathematical structure, proving it to be a rich source of inspiration for both abstract and applied creativity.