MIT Class 6.S080 (AUS) Mechanical Invention through Computation Kinetic Origami Miura Ori Basis of much Kinetic origami (continuous folding) Miura Ori Miura Ori in Nature (L. Wyss Institute) . Mahadevan. Buckling of a cylinder . Curvature in patterned folding Waterbomb tessellation (“Namako” by Shuzo Fujimoto) . Kinetic Origami . Space-filling Origami Tomohiro Tachi University of Tokyo . Tomohiro Tachi University of Tokyo . Miura folding with thick materials . Material Thickness in Miura Ori (Hoberman) . Kinetic Origami . Kinetic Origami . Kinetic Origami . Origami Mechanisms . Origami Mechanisms . Origami:Form Tomohiro Tachi University of Tokyo . Origami: Tomohiro Tachi Form University of Tokyo . Masubuchi.Deployment Tomohiro Tachi University of Tokyo Transformation "Rigid Origami Structures with Vacuumatics: Geometric Considerations" T. M. Tachi. Iwamoto. M. 2012 IASS . Tomohiro Tachi University of Tokyo . Tomohiro Tachi University of Tokyo . Tomohiro Tachi University of Tokyo Hexagonal Tripod Shells . Alternate methods for thick origami . 5m • exhibited at NTT ICC .Tomohiro Tachi University of Tokyo • Material • 10mm Structural Cardboard (double wall) • Cloth • Size • 2.5m x 2. ‘Thick’ Origami (Hoberman) . ‘Thick’ Origami (Hoberman) . ‘Thick’ Origami (Hoberman) . ‘Thick’ Origami (Hoberman) . ‘Thick’ Origami . ‘Thick’ Origami . Kinetic Origami . Thick Origami . Kinetic Origami . Kinetic Origami . Kinetic Origami . Kinetic Origami . Kinetic Origami Kinetic Origami Kinetic Origami Abu Dhabi Investment Council Headquarters Architect: Aedas . Custom Kinetic Facades: Abu Dhabi Investment Council Headquarters Architect: Aedas . Hiden Senbazuru Orikata 1797 . Modern Origami Cerberus & Ryujin Satoshi Kamiya 2005 photo bySatoshi Brian Chan Kamiya photo by Brian Chan . 2006 Design Challenge Photos by Brian Chan Jason Ku Andrea Hawksley Brian Chan Giang Dinh Robert Lang . Origami USA Convention 2009 Brian Chan Joel Cooper Goran Konjevod . 2 Jason Ku .Origami Mathematics & Algorithms Explosion in technical origami thanks in part to growing mathematical and computational understanding of origami Butterfly 2. Demaine.Tree Method of Origami Design [Fujimoto. Yoshino] [Lang. Lang. Kamiya. Demaine 2006–2012] . Maekawa. Meguro. Kawahata. What Shapes Can Be Folded? 3D model by Bitmapworld [Demaine. Mitchell 1999] . Demaine. Origamizer [Tachi 2006. Demaine & Tachi 2009–2012] Tomohiro Tachi . Metal Bunny [Cheung. Demaine. Tachi 2011] . Demaine. Demaine. Demaine. Tachi 2011] .Metal Bunny [Cheung. Pleated Folding [1999–2013] . Hyperbolic Paraboloid hyperbolic paraboloid . . Demaine. Lubiw 1999] .Hyparhedra: Platonic Solids [Demaine. Price. Hart. Demaine. Tachi 2009 hyperbolic paraboloid .mathematically Hyperbolic Paraboloid impossible! Demaine. Price. Hart.actual Triangulated Hypars Exist Demaine. Tachi 2009 parabolic fit . Demaine. Circular Variation from Bauhaus . Curved Origami at the Bauhaus . . Demaine. Ochsendorf 2006] . Fizel.Virtual Origami [Demaine. Simulation . Fizel 2006 .“Black Hexagon” Demaine. Demaine. 2013–2014 Elephant hide paper ~9”x15”x7” .“Computational Origami” Erik & Martin Demaine MoMA. Smithsonian American Art Museum.Curved Crease Sculpture Erik & Martin Demaine Renwick Gallery. 2012 . Feb.. Mass.–Apr. Demaine & Demaine 2011 . 2012 Brockton. New York Jan..–Mar. 2012 Earthtone Series Demaine & Demaine 2012 .Guided By Invoices Chelsea. NY July–Aug.. 2012 Ocean Series Demaine & Demaine. 2012 .Simons Gallery Stony Brook. Popup Books/Cards . Souvaine.Popups [Abel. Winslow 2013] Any polygon can be subdivided into a singledegree-offreedom popup. Viglietta. Demaine. Lubiw. Schulz. with specified target angle . Demaine. Eisenstat. Lubiw. Souvaine. with specified target angle . Eisenstat.Popups [Abel. Viglietta. Schulz. Demaine. Winslow 2013] Any polygon can be subdivided into a singledegree-offreedom popup. Demaine. 2013] .3D popups [Abel et al. Hydro-Fold Hydro-Fold [Christophe Guberan 2012] . The Movie Vanessa Gould. Green Fuse Films [56 minutes. 2008] . org Published August 2007 Cambridge University Press Coming soon in Japanese .Book www.gfalop. Free Video Lectures! .