Folding Functions: Origami Corrugations from Equations

Year: 2019 Authors: Uyen Nguyen; Ben Fritzson; Marcus Michelen

Core claim

Flat-foldable corrugations can be systematically generated from equations and curves by combining rhombi, bisectors, and ripple folds under origami flat-foldability constraints.

Topics

origami corrugations, function approximation, flat-foldability, aesthetic variation

Domains

geometry, topology of folds, piecewise linear approximation, origami, paper sculpture, generative design

Methods

curve segmentation, crease pattern construction, rhombus-based folding algorithm, flat-foldability constraints

Media

Stardream paper, crease patterns, Origami Simulator

Source status

This page publishes metadata and extracted analytical signals only. Raw PDF and full OCR text are kept local for now.