Flatfolded

Flatfolded is a term used to describe a type of origami model that is created by folding a single sheet of paper into a three-dimensional shape without cutting or gluing. The process involves a series of precise folds that transform the flat sheet into a complex structure. Flatfolded models can range from simple shapes like cubes or pyramids to intricate designs like animals, flowers, or abstract forms.

The concept of flatfolded origami was popularized by Robert Lang, an American mathematician and origami expert. Lang's work on flatfolded models has significantly contributed to the field of origami mathematics, which explores the mathematical principles behind origami folding. His research has led to the development of algorithms and software that can generate flatfolded designs, making it possible to create complex models with ease.

Flatfolded origami has applications beyond recreational use. It has been employed in various fields, including architecture, engineering, and art. In architecture, flatfolded models can be used to design and visualize complex structures. In engineering, they can help in understanding the folding and unfolding of materials. In art, flatfolded origami offers a unique medium for creating intricate and visually appealing designs.

The process of creating a flatfolded model involves several steps. First, a net, or a two-dimensional pattern, is designed. This net is then folded into the desired three-dimensional shape. The key to successful flatfolded origami is precision and patience, as each fold must be executed carefully to achieve the intended structure.

Flatfolded origami is a fascinating and versatile art form that combines creativity, mathematics, and precision. Its applications extend beyond entertainment, making it a valuable tool in various fields. Whether for recreational enjoyment or professional use, flatfolded origami offers a unique and rewarding experience.