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This document presents a lattice theory for examining the mechanics of origami tessellations. The theory treats origami structures as crystalline materials by analyzing the kinematics and mechanics of periodic crease patterns. It introduces a framework for modeling the behavior of a single origami vertex and how to formulate the kinematics of deformation and energetics for a periodic lattice of vertices. As a case study, the theory is applied to analyze properties of the well-known Miura-ori origami pattern

Author

大哥法庭

Language

EN