Geometry of Miura-Folded Metamaterials¶
Schenk, M., & Guest, S. D. (2013). Geometry of Miura-Folded Metamaterials. Proceedings of the National Academy of Sciences, 110(9), 3276-3281.
Cited by¶
1 citation across 1 artifact.
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Mechanisms¶
- Origami Deployment Pattern
- … flat with a Miura-ori tessellation — a grid of parallelogram facets creased so the sheet zig-zags in two directions at once — the array packs to roughly a tenth of its deployed area, and because the pattern is rigid-foldable, tugging two opposite corners walks the whole array open in a single continuous motion.
This sourceDescribes the Miura-ori as a periodic degree-four origami pattern whose geometry produces a uniform, one-degree-of-freedom folding motion.
- … flat with a Miura-ori tessellation — a grid of parallelogram facets creased so the sheet zig-zags in two directions at once — the array packs to roughly a tenth of its deployed area, and because the pattern is rigid-foldable, tugging two opposite corners walks the whole array open in a single continuous motion.
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