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Topological Surface


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Topological Surface

Topological Surface is a concept in computational modeling where a shape is described by its connections and boundaries, rather than by its exact measurements or angles. Designers use topological surfaces to create digital models that can be stretched, bent, or twisted without breaking or tearing, which helps when exploring new forms or testing how a design might change. In computational design software, these surfaces are often made using control points or mesh grids, allowing for quick changes and easy adjustments. This method helps designers experiment with organic shapes and complex forms that would be hard to draw by hand, making it easier to create models for architecture, product design, or digital art.

computational geometry, mesh modeling, parametric design, digital fabrication

— Kevin Green


Topological Surface Definition

Topological Surface on Design+Encyclopedia

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