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3. Evenly Spaced Streamlines
Inspired by the technical paper Creating Evenly-Spaced Streamlines of Arbitrary Density, I developed a series of experiments that explore the beauty and complexity of flow fields. This paper provided a computational foundation which I adapted into an artistic context. By leveraging this technique, I was able to create intricate patterns that evoke a sense of movement, balance, and organic structure.
In these experiments, I pushed the boundaries of the algorithm to explore how subtle changes in parameters could result in vastly different visual outcomes, from serene, harmonious flows to chaotic, turbulent streams. This series not only celebrates the mathematical elegance of streamlines but also transforms them into a visual language, bridging the gap between scientific computation and artistic expression. The resulting pieces are both precise and evocative, inviting viewers to reflect on the underlying systems that govern motion and form.
Building on these ideas, I developed a project titled Streamlines, which I released on plottables. Each piece in the series captures the delicate balance between algorithmic precision and the organic variability introduced by the plotting process.
Using a pen plotter to create these works added a tactile dimension to the project. The subtle imperfections of ink on paper — variations in line weight, texture, and even the occasional quirks of the machine — imbue each piece with a sense of individuality. By bridging the digital and physical realms, Streamlines invites viewers to experience the harmony and intricacy of flow fields in a way that feels both calculated and handcrafted. The project celebrates the interplay of math, technology, and materiality, creating a unique dialogue between code and craft.