Paper Folding Geometries at Sebastian Moses blog

Paper Folding Geometries. The goal is to make objects out of one or more sheets of paper, without any additional tools like glue or scissors. Instead of drawing straight lines, one folds a piece of paper and flattens the crease. In this paper we review masterpieces of curved crease folding, the deployed design methods and geometric studies on this special kind of paper. This page introduces various rectangles that are of proven (or potential) use as starting shapes in origami (and particularly in modular origami) and briefly discusses their most useful folding geometries. In the geometry of paper folding, a straight line becomes a crease or a fold. The word origami (折り紙) comes from the japanese oru (to fold) and kami (paper). Primary and secondary folding geometries. The striking elegance of models folded from paper, such as those by david huffman [wertheim 2004], arises particularly from creases known as curved. Folding paper is analogous to mirroring one half of.

Origami tessellations. (a and b) Triangular Ron Resch and square
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The striking elegance of models folded from paper, such as those by david huffman [wertheim 2004], arises particularly from creases known as curved. In this paper we review masterpieces of curved crease folding, the deployed design methods and geometric studies on this special kind of paper. This page introduces various rectangles that are of proven (or potential) use as starting shapes in origami (and particularly in modular origami) and briefly discusses their most useful folding geometries. The word origami (折り紙) comes from the japanese oru (to fold) and kami (paper). Folding paper is analogous to mirroring one half of. The goal is to make objects out of one or more sheets of paper, without any additional tools like glue or scissors. In the geometry of paper folding, a straight line becomes a crease or a fold. Primary and secondary folding geometries. Instead of drawing straight lines, one folds a piece of paper and flattens the crease.

Origami tessellations. (a and b) Triangular Ron Resch and square

Paper Folding Geometries Primary and secondary folding geometries. In this paper we review masterpieces of curved crease folding, the deployed design methods and geometric studies on this special kind of paper. The striking elegance of models folded from paper, such as those by david huffman [wertheim 2004], arises particularly from creases known as curved. Primary and secondary folding geometries. The goal is to make objects out of one or more sheets of paper, without any additional tools like glue or scissors. Instead of drawing straight lines, one folds a piece of paper and flattens the crease. The word origami (折り紙) comes from the japanese oru (to fold) and kami (paper). In the geometry of paper folding, a straight line becomes a crease or a fold. Folding paper is analogous to mirroring one half of. This page introduces various rectangles that are of proven (or potential) use as starting shapes in origami (and particularly in modular origami) and briefly discusses their most useful folding geometries.

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