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E-grāmata: Origami Design Secrets: Mathematical Methods for an Ancient Art, Second Edition 2nd edition [Taylor & Francis e-book]

(http://www.langorigami.com, Alamo, California, USA)
  • Taylor & Francis e-book
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The magnum opus of one of the worlds leading origami artists, the second edition of Origami Design Secrets reveals the underlying concepts of origami and how to create original origami designs. Containing step-by-step instructions for 26 models, this book is not just an origami cookbook or list of instructions it introduces the fundamental building blocks of origami, building up to advanced methods such as the combination of uniaxial bases, the circle/river method, and tree theory. With corrections and improved illustrations, this new expanded edition also covers uniaxial box pleating, introduces the new design technique of hex pleating, and describes methods of generalizing polygon packing to arbitrary angles.

With coverage spanning the foundations of origami construction and advanced methods using both paper and pencil and custom-built free software, Origami Design Secrets helps readers cultivate the intuition and skills necessary to develop their own designs. It takes them beyond merely following a recipe to crafting a work of art.
Acknowledgements ix
1 Introduction
1(10)
2 Building Blocks
11(30)
3 Elephant Design
41(12)
4 Traditional Bases
53(40)
Folding Instructions
Stealth Fighter
74(2)
Snail
76(2)
Valentine
78(4)
Ruby-Throated Hummingbird
82(5)
Baby
87(6)
5 Splitting Points
93(36)
Folding Instructions
Pteranodon
118(5)
Goatfish
123(6)
6 Grafting
129(68)
Folding Instructions
Songbird I
162(6)
KNL Dragon
168(6)
Lizard
174(5)
Tree Frog
179(9)
Dancing Crane
188(9)
7 Pattern Grafting
197(44)
Folding Instructions
Turtle
222(3)
Western Pond Turtle
225(12)
Koi
237(4)
8 Tiling
241(50)
Folding Instructions
Pegasus
282(9)
9 Circle Packing
291(54)
Folding Instructions
Emu
336(3)
Songbird 2
339(6)
10 Molecules
345(56)
Folding Instructions
Orchid Blossom
386(4)
Silverfish
390(11)
11 Tree Theory
401(58)
Folding Instructions
Alamo Stallion
438(8)
Roosevelt Elk
446(13)
12 Box Pleating
459(102)
Folding Instructions
Organist
510(20)
Black Forest Cuckoo Clock
530(31)
13 Uniaxial Box Pleating
561(64)
Folding Instructions
Bull Moose
612(13)
14 Polygon Packing
625(74)
Crease Patterns
Flying Walking Stick
686(1)
Salt Creek Tiger Beetle
687(1)
Longhorn Beetle
688(1)
Camel Spider
689(1)
Water Strider
690(1)
Scarab Beetle
691(1)
Cicada Nymph
692(1)
Scarab Beetle HP
693(1)
Cyclomatus metallifer
694(1)
Scorpion HP
695(1)
Euthysanius Beetle
696(1)
Spur-Legged Dung Beetle
697(2)
15 Hybrid Bases
699(44)
Folding Instructions
African Elephant
718(9)
References
727(16)
Glossary 743(10)
Index 753
Robert J. Lang has been an avid student of origami for over forty years and is now recognized as one of the world's leading masters of the art. He is noted for designs of great detail and realism, and his repertoire includes some of the most complex origami designs ever created. His work combines aspects of the Western school of mathematical origami design with the Eastern emphasis upon line and form to yield models that are at once distinctive, elegant, and challenging to fold. They have been shown in exhibitions in New York (Museum of Modern Art), Paris (Carrousel du Louvre), Salem (Peabody Essex Museum), San Diego (Mingei Museum of World Folk Art), and Kaga, Japan (Nippon Museum of Origami), among others. In 1992 Dr. Lang became the first Westerner ever invited to address the Nippon Origami Association's annual meeting; he has since been an invited guest at international origami conventions around the world. He lectures widely on origami and its connections to mathematics, science, and technology and teaches workshops on both artistic techniques and applications of folding in industrial design. Dr. Lang is one of the pioneers of the cross-disciplinary marriage of origami with mathematics; he has been one of the few Western columnists for Origami Tanteidan Magazine, the journal of the Japan Origami Academic Society, and has presented several refereed technical papers on origami-math at mathematical and computer science professional meetings. He has consulted on applications of origami to engineering problems ranging from air-bag design to expandable space telescopes. He is the author or co-author of twelve books and numerous articles on origami art and design. Dr. Lang was born in Ohio and raised in Atlanta, Georgia. Along the way to his current career as a full-time origami artist and consultant, he worked as a physicist, engineer, and R&D manager, during which time he authored or co-authored over 80 technical pu