Titlebook: Active Origami; Modeling, Design, an Edwin A. Peraza Hernandez,Darren J. Hartl,Dimitris Book 2019 Springer International Publishing AG, par

裝入膠囊

rom sheets of finite thickness. The detailed theoretical derivations and examples make this an ideal book for engineers and advanced students who aim to use origami principles to develop new applications in their field...978-3-030-06315-3978-3-319-91866-2

絕緣

確定無(wú)疑

送秋波

igami with conventional creased folds and with active smooth.Origami structures have the ability to be easily fabricated from planar forms, enable the deployment of large structures from small volumes, and are potentially reconfigurable. These characteristics have led to an increased interest in the

很是迷惑

Robert S. Boyer,J. Strother Moorenal mesh, termed as the goal mesh. The objective in unfolding polyhedra is to find the shape and fold pattern of a planar sheet that can be folded towards a configuration that matches the goal mesh. We examine the theory and computational implementation aspects of the unfolding polyhedra method and provide various representative examples.

流眼淚

sundowning

混合

Hans J. Bremermann,Russell W. Andersons of non-zero surface area and exhibiting higher-order geometric continuity, referred to as .. The geometry of smooth folds and the constraints on their associated kinematic variables are presented. We also address the implementation of the model in a computational environment and provide various representative examples.

temperate

Vivek Nigam,Giselle Reis,Leonardo Limadition to introduced regions having two rigid faces and three smooth folds. The smooth folds are used to .-fold the added regions to form the shape of the goal mesh. Representative examples considering goal shapes having different geometries are provided.

braggadocio