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Parametric Truss

Generative Design Challenge, Fall 2022
Guided by Joshua Bard

By leveraging advanced computational techniques, the design achieves a seamless transition of geometric patterns, highlighting the interplay between algorithmic precision and aesthetic appeal. This piece demonstrates the transformative potential of digital tools in modern design, allowing for the creation of intricate and dynamic visual experiences. It stands as a testament to the fusion of technology and creativity, showcasing how parametric design can produce both visually captivating and mathematically rigorous results. This visualization not only captures the viewer's attention with its vibrant colors and evolving forms but also underscores the innovative capabilities inherent in computational design methodologies.

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Parameters

Span

Thumb rule sizes

Number of element

Radius of Elements

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Angle of Truss

Depth of Elements

Relative sizing

Joinery Sizing

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Key Concepts

Conditional Parameters

Mathematical conditions are used here to enable increase and decrease of members with increase in span. These relationalities behaves like 'if' and 'then' statements.

Graft and Flatten

Sets and matrix is crucial to understand to control the simultaneous modifications across multiple elements. Graft and Flatten are 2 concepts that help control the branching in grasshopper components

Script

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Span Controller.png
Primary and Tertiary Members.png

No problem is big or complex enough, if you break it down into smaller parts smartly.

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